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	<title>Finance Classic</title>
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	<link>http://www.financeclassic.com</link>
	<description>Financial News and Articles</description>
	<pubDate>Sat, 12 May 2012 15:57:55 +0000</pubDate>
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		<title>How to find the best student banking account?</title>
		<link>http://www.financeclassic.com/how-to-find-the-best-student-banking-account/</link>
		<comments>http://www.financeclassic.com/how-to-find-the-best-student-banking-account/#comments</comments>
		<pubDate>Wed, 25 Apr 2012 16:54:37 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Student Banking]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=221</guid>
		<description><![CDATA[For a student who is planning to continue his higher education, it is very important for him to find the right bank account. Sometimes, many students face problems in managing their finances and cover all expenses related to their studies. This article has many tips and advice on how to find the best student bank [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">For a student who is planning to continue his <strong>higher education</strong>, it is very important for him to find the right bank account. Sometimes, many students face problems in managing their finances and cover all expenses related to their studies. This article has many tips and advice on how to find the best <strong><a href="http://www.financeclassic.com/tag/student-banking/">student bank</a> account</strong>.</p>
<p style="text-align: justify;"><a href="http://www.financeclassic.com/wp-content/uploads/2012/04/student-banking.jpg"><img class="alignright size-medium wp-image-222" title="student-banking" src="http://www.financeclassic.com/wp-content/uploads/2012/04/student-banking.jpg" alt="" width="300" height="269" /></a>First of all, it is very important for you to know what kind of account you need as per your requirements. There are hundreds of options available nowadays. Do not rush in making a decision. It is advised to compare the accounts with different banks and analyze how their terms and conditions differ.</p>
<p style="text-align: justify;">Check with different banks on what interest rates are offered in opening an account. It is an extra income that you will earn on the capital amount. You will earn more in interest when you deposit a huge amount in your account. You will get a free quote on <a href="http://www.studentbanking.co.uk/student-loans/" target="_blank">www.studentbanking.co.uk</a></p>
<p style="text-align: justify;">It is a problem with many students that they get into huge amount of <strong>debt</strong> as they are pursuing higher education. For this reason, a bank account having overdraft facilities will be a good choice. You don&#8217;t want to get penalized for getting into debts. Its easy to arrange an overdraft facility and you should also know how to deal with it once you have completed your graduation.</p>
<p style="text-align: justify;">Customer support is a very important factor with any bank. Make sure that the bank with whom you open your account has a friendly staff and excellent customer service. They should be easily available on the phone, email and in-person visits.</p>
<p style="text-align: justify;">Many banks will offer a credit card or a debit card with the bank account that you open with them. This will help you access your money and pay off your bills quickly. Be wary of credit cards that have less than favorable interest rates. Internet banking facilities will help you in operating your bank account quite easily. It will be easy for you to keep a track of your finances without having to spend a lot of time calling the customer support of the bank.</p>
<p style="text-align: justify;">For more info about student finance visit: <a href="http://www.studentfinance.direct.gov.uk/portal/page?_pageid=153,4680119&amp;_dad=portal&amp;_schema=PORTAL">http://www.studentfinance.direct.gov.uk/portal/page?_pageid=153,4680119&amp;_dad=portal&amp;_schema=PORTAL</a></p>
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		<title>How to make profits with the help of Forex mini account?</title>
		<link>http://www.financeclassic.com/how-to-make-profits-with-the-help-of-forex-mini-account/</link>
		<comments>http://www.financeclassic.com/how-to-make-profits-with-the-help-of-forex-mini-account/#comments</comments>
		<pubDate>Sun, 22 Apr 2012 15:51:53 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Forex]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=209</guid>
		<description><![CDATA[Do you know about Forex mini account ? Well, traders who are new to the foreign exchange market use it as a brokerage account. It is very good for the newbies who are interested in the foreign exchange market and are learning the process of trading. Investors can use this type of account to take [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Do you know about <strong>Forex mini account</strong> ? Well, traders who are new to the <a href="http://en.wikipedia.org/wiki/Foreign_exchange_market"><strong>foreign exchange market</strong></a> use it as a brokerage account. It is very good for the newbies who are interested in the foreign exchange market and are learning the process of trading. Investors can use this type of account to take a small position in a currency , instead of trading in standard lots used by the traders with regular accounts.</p>
<p><a href="http://www.financeclassic.com/wp-content/uploads/2012/04/forex.jpg"><img class="size-medium wp-image-211  alignright" title="forex" src="http://www.financeclassic.com/wp-content/uploads/2012/04/forex-300x201.jpg" alt="forex" width="300" height="201" /></a></p>
<p style="text-align: justify;">Beginners can use these <strong>forex mini account</strong> since it limits the amount of risk involved. With these kinds of accounts, traders are allowed to trade in contract sizes of 10,000 units instead of the standard 100,000. This type of account is one-tenth the size of a standard account. <a href="http://forexaccounts.net/forex-brokers/forex-mini-accounts/" target="_blank">Forex mini account</a> holders enjoy the same facilities like the standard account holders. They have access to the same tools like the regular traders such as trading platforms, charts and support.</p>
<p style="text-align: justify;"><strong>Advantages of forex mini-account:</strong></p>
<p style="text-align: justify;">You require a less amount of capital in this type of account. If you have just started trading and do not want to go through a lot of risk, then this is the ideal account as per your requirements.</p>
<p style="text-align: justify;">In this type of account, you have a greater control over risk. You can trade in mini lots instead of standard lots and by doing this, you are able to customize the trade and have better control over the risk involved. For example, if a forex trader wants to trade more than 100,000 units, but less than 200,000 units, he will not be able to trade like this in a standard account. But in the mini forex account, a trader can choose any lot sizes between 11 and 19, thereby reducing the total risk involved.</p>
<p style="text-align: justify;">Retail forex brokers give a considerable amount of leverage while using mini-lots.</p>
<p style="text-align: justify;">This type of account is the best for new <a href="http://www.financeclassic.com/tag/forex/"><strong>forex</strong></a> traders because the investors take smaller currency positions and hence it reduces the amount of risk. Once you have gained enough experience, then you can upgrade your account to the standard one.</p>
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		<title>Spread Betting strategies</title>
		<link>http://www.financeclassic.com/spread-betting-strategies/</link>
		<comments>http://www.financeclassic.com/spread-betting-strategies/#comments</comments>
		<pubDate>Sat, 21 Apr 2012 16:08:17 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Spread Betting]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=216</guid>
		<description><![CDATA[If you are an investor, you have the chance of executing several kinds and types of spread betting strategies that will make your life more convenient. However, it is suggested that you should not follow only one strategy to fit to all kinds of scenarios in the financial trading. Every single strategy or tactic is [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">If you are an investor, you have the chance of executing several kinds and types of <strong>spread betting strategies</strong> that will make your life more convenient. However, it is suggested that you should not follow only one strategy to fit to all kinds of scenarios in the financial trading. Every single strategy or tactic is to be used for specific condition or scenario.</p>
<p style="text-align: justify;"><a href="http://www.financeclassic.com/wp-content/uploads/2012/04/spread-betting.jpg"><img class="alignright size-medium wp-image-217" title="spread-betting" src="http://www.financeclassic.com/wp-content/uploads/2012/04/spread-betting-300x225.jpg" alt="" width="300" height="225" /></a><a href="http://www.financeclassic.com/tag/spread-betting/">Spread betting</a> strategies also vary according to its applicability as per the experience of the investor. No matter, every single strategy varies from one another, but their main point is the same. A system has to be made in trading and then ensure more profits.</p>
<p style="text-align: justify;">There are four common strategies in <a href="http://spreads.org.uk/capital-spreads-review/" target="_blank">Spreads.org.uk</a> that should be explored by all investors. These are known as scalping, market trends strategies, as well as the spread betting reversals and break out tactics. Read this article to understand all the strategies.</p>
<p style="text-align: justify;"><strong>Scalping</strong> is considered as the most common and popular <strong>spread betting strategies</strong>. It is good for those investors who are in the beginning stages of getting familiar with the market. This strategy is adopted to minimize the risks from entering a specific trade. The investor will first close all the financial positions quickly and then he will take small gains one at a time. This way, he does not have to go through the risks of downward fluctuations of the prices.</p>
<p style="text-align: justify;"><strong>Market trend strategies</strong> is the second strategy that is also executed by many investors. This is not the same like the one mentioned above. Here, it is done at a whole course of the specific trading day and not in minutes. The investor might have to pay a certain transaction cost, but the potential gains are a lot bigger than the first one.</p>
<p style="text-align: justify;">Another strategy of <a href="http://en.wikipedia.org/wiki/Spread_betting">spread betting</a> is called <strong>spread betting reversals</strong>. This is not advisable for a newbie, because this strategy requires analyzing various geographical performance data of the market. Here the investor has to make a prediction about the most perfect period when the market will shift or reverse its track. It has happened before so the investor has to predict when it will happen again in future.</p>
<p style="text-align: justify;">Last strategy is the <strong>break-outs strategy</strong>. It is identified as a way in order to capitalize on the strong movements of prices in the market.</p>
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		<item>
		<title>Introduction to Corporate Finance</title>
		<link>http://www.financeclassic.com/introduction-to-corporate-finance/</link>
		<comments>http://www.financeclassic.com/introduction-to-corporate-finance/#comments</comments>
		<pubDate>Fri, 20 Apr 2012 16:28:12 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Corporate Finance]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=200</guid>
		<description><![CDATA[
The field of finance that deals with the financial decisions of the companies is known as Corporate Finance. Its main function is to analyze different ways on how to increase the market value of the companies in terms of profit percentage and reducing the risks and constraints involved. Corporate finance is a major branch in [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.financeclassic.com/wp-content/uploads/2012/04/corporate-financing.gif"><img class="alignright size-medium wp-image-205" title="corporate-financing" src="http://www.financeclassic.com/wp-content/uploads/2012/04/corporate-financing-300x208.gif" alt="" width="300" height="208" /></a></p>
<p style="text-align: justify;">The field of finance that deals with the financial decisions of the companies is known as <strong>Corporate Finance</strong>. Its main function is to analyze different ways on how to increase the market value of the companies in terms of profit percentage and reducing the risks and constraints involved. Corporate finance is a major branch in the financial field and is of great importance to the economy of any nation.</p>
<p style="text-align: justify;"><strong>The main goals of corporate finance are:</strong></p>
<p style="text-align: justify;">Its objective is to assess the accuracy of investment decisions.</p>
<p style="text-align: justify;">Provide maximum optimization to the structure of corporate balance sheets.</p>
<p style="text-align: justify;">To reward the investors or share holders.</p>
<p style="text-align: justify;"><a href="http://www.lloydsbankwholesale.com/">Another important function of corporate finance</a> is to improve the financial conditions ie.. improve the credit potential of the company so that it can borrow more funds from other financial institutions.</p>
<p style="text-align: justify;"><a href="http://www.financeclassic.com/tag/corporate-finance/">Corporate Finance</a> is also involved in managing internal resources like human resources as well as management of business banking requirements of a company. Investment projects are mainly evaluated by the financial departments based on various factors. The companies also recruit the services of investment banks to advise them on financing methods, acquisitions, and financial risks and also to act as intermediaries between the company and the economic agents in lending like banks, investors etc.</p>
<p style="text-align: justify;">Every company has the single goal of maximizing their profits and this is efficiently possible by investing in new ventures leading to increase in productivity and sales. Before investing in any venture, do an economic research and analyze the following factors:</p>
<p><a href="http://www.financeclassic.com/wp-content/uploads/2012/04/corporate-finance.jpg"><img class="size-medium wp-image-201  alignleft" title="Corporate Finance" src="http://www.financeclassic.com/wp-content/uploads/2012/04/corporate-finance-300x242.jpg" alt="" width="300" height="242" /></a><strong>Risks involved: </strong>whenever a new project is started, risk is studied at almost every step of operation. The feasibility of a project depends on a <a href="http://www.lloydsbankwholesale.com/Economic-Research/" target="_blank">thorough study and economic research involving</a> all kinds of risks. For example, if the management of a company selects an area where they think it will be very economical to start a new manufacturing unit, but according to the risk factors, if the area is politically unstable, the management will not go ahead with setting up the plant in that area, considering the risks involved.</p>
<p style="text-align: justify;"><strong>Availability of resources :</strong> If a business has to run smoothly, it is important that there is sufficient resources available before starting any new venture and the corporations must study carefully about it. Even the cost of obtaining resources is considered along with transportation and other factors affecting them.</p>
<p style="text-align: justify;">For more info about <strong>Corporate Finance </strong>visit: <a href="http://www.sec.gov/divisions/corpfin.shtml">http://www.sec.gov/divisions/corpfin.shtml</a></p>
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		<title>Investment Options</title>
		<link>http://www.financeclassic.com/investment-options/</link>
		<comments>http://www.financeclassic.com/investment-options/#comments</comments>
		<pubDate>Thu, 16 Feb 2012 18:27:40 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Investing]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=197</guid>
		<description><![CDATA[As most people will know, the Bank of England base rate – a figure that was barely discussed before the recession – remains at its historic low and looks set to stay there for at least the next twelve months. Whilst this is good news for homeowners, it’s less good for people looking to save [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">As most people will know, the Bank of England base rate – a figure that was barely discussed before the recession – remains at its historic low and looks set to stay there for at least the next twelve months. Whilst this is good news for homeowners, it’s less good for people looking to save and get a good return on their money.</p>
<p><img class="alignright" 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" alt="" /></p>
<p class="MsoNormal" style="text-align: justify;">In response to this, banks like Santander have been looking to increase their range of <a href="http://products.santander.co.uk/savingsandinvestments.html" target="_blank">savings and investments</a> on offer, but how do you pick the right one?</p>
<p class="MsoNormal" style="text-align: justify;">Before  looking at products, however, it’s worth considering that due to low  interest rates, cheap mortgages, and recent drops in house prices,  perhaps the best investment out there can be found in the form of  property. If you have the means to get approved for a second mortgage,  and are willing to put a little work into development, a second home  represents your best option for making a good and steady profit.</p>
<p class="MsoNormal" style="text-align: justify;">If property is a little bit out of your reach, you have several options. The first is a tax-free <a href="http://www.hmrc.gov.uk/isa/" target="_blank">ISA</a>,  these come in two forms: cash, and stocks and shares. Cash ISAs  generally offer lower rates, but are extremely cost efficient if you’re a  higher rate taxpayer because you don’t have to pay income tax on the  interest you earn.</p>
<p class="MsoNormal" style="text-align: justify;">Nonetheless,  one of the problems with ISAs at the moment is that the inflation rate  is quite high. So even the best paying cash ISAs struggle to beat  inflation – unless your investments offer a better return than  inflation, your money is actually decreasing in real value regardless of  the interest rate. This problem at least looks set to be corrected in  the medium term with most experts predicting that inflation will tumble.</p>
<p class="MsoNormal" style="text-align: justify;">The  other alternative to cash ISAs are stocks and shares ISAs. There are a  huge range of these products around and they can offer great returns.  However, all stocks and shares ISAs carry a certain amount of risk with  them, and it’s down to the customer to decide what sort of risk they’re  willing to take on in the hunt for a profit. You can also pick to invest  in certain types of stocks, or certain types of companies, in fact, you  can invest in stock in just about any format and protect it within the  ‘wrapper’ of a stocks and shares ISA, all of which means you don’t pay  for the interest that you earn.</p>
<p class="MsoNormal" style="text-align: justify;">Another  option that’s attracted a lot of interest in recent months are bonds.  Bonds are the company version of gilts, which is the financial world’s  term for government debt. Investing in debt is always risky, but the  bonds of the best companies represent a fairly safe bet, and a decent  return.</p>
<p class="MsoNormal" style="text-align: justify;">Of  course, the problem here is that the best companies to invest in – the  safest ones – are the ones that offer the lowest rates of return.</p>
<p>Ultimately,  if you’re thinking about investing, the best thing to do is to consult  an independent financial advisor, and to see what sort of products are  available at your local bank. Usually it all comes to a decision between  like return and the risk involved in your investment, and only you can  make the final decision – but it’s best to only make that decision after  thinking about all the options.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.financeclassic.com/investment-options/feed/</wfw:commentRss>
		</item>
		<item>
		<title>Save on financial products</title>
		<link>http://www.financeclassic.com/save-on-financial-products/</link>
		<comments>http://www.financeclassic.com/save-on-financial-products/#comments</comments>
		<pubDate>Wed, 15 Feb 2012 17:45:31 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Insurance]]></category>

		<category><![CDATA[Personal finance]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=195</guid>
		<description><![CDATA[If you are an individual or the head of a household and you are looking for ways to save money on your monthly budgets, you have many more options than you may think at first. Contrary to popular belief, absolutely everything that you pay for within a monthly budget is up for negotiation, not just [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">If you are an individual or the head of a household and you are looking for ways to save money on your monthly budgets, you have many more options than you may think at first. Contrary to popular belief, absolutely everything that you pay for within a monthly budget is up for negotiation, not just clothes and food. For instance, you can very easily get a lower payment by using price comparison web sites to make everything from a <a href="http://www.comparethemarket.com/life-insurance/">life assurance comparison</a> all the way to auto insurance and finding a new lawn company or covering your water and cable bills.</p>
<p style="text-align: justify;">The solution that you are looking for was not always available, and many people have a great deal of trouble reconciling this fact with themselves. But the fact today remains that the price comparison web sites of today remain a great resource for comparing different programs from competing companies in a straightforward fashion. This will allow you to compare apples to apples, rather than the apples to oranges that the individual salesmen of each individual company loves to do in order to make themselves look good.</p>
<p style="text-align: justify;"><strong>Life assurance comparison</strong> is just one of the many places that you can save money on the every day expenses that are clogging up your monthly budget. There are many others, such as auto insurance payments, disability and unemployment insurance if you are self employed, as well as the known essentials such as groceries and clothes.</p>
<p style="text-align: justify;">You also want to make sure to have a membership at your local warehouse stores so that you can minimize the cost of essentials such as bread, sugar, flour, undergarments, cereal, fruit, and other essentials as much as possible. These items are usually much less expensive when they are purchased in bulk.</p>
<p style="text-align: justify;">As you continue to save the money on your essentials, you will have a great deal more money to put toward your financial products, which will allow you to save even more money. For instance, if you have a little money left over after paying off all of your immediate bills and taxes, and after you have maximized your investments in your long term retirement financial vehicles, you can save a great deal of money on medical premiums by placing some of your money in a health savings account.</p>
<p style="text-align: justify;">One of the benefits of a health savings account is that it places you one step closer to becoming self insured, which, if reaches, completely eliminates the line item from the monthly budget. Most people will never achieve this ideal, but the more money that goes into a health savings account means less money that comes out of your pocket for the monthly premium. With many health savings accounts, the unused portion of your funds will also have the opportunity to actually make you money due to the interest that it accumulates.</p>
<p style="text-align: justify;">It is also essential that you bookmark the price comparison web sites that give you the best information as you should come back to re-check your prices every six months.</p>
]]></content:encoded>
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		<item>
		<title>Lifeline Offered For Home Owners in Financial Strife</title>
		<link>http://www.financeclassic.com/lifeline-offered-for-home-owners-in-financial-strife/</link>
		<comments>http://www.financeclassic.com/lifeline-offered-for-home-owners-in-financial-strife/#comments</comments>
		<pubDate>Sun, 15 Jan 2012 06:21:14 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Uncategorized]]></category>

		<category><![CDATA[Homeowners Loan]]></category>

		<category><![CDATA[Loans]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=193</guid>
		<description><![CDATA[Foreclosures have become more commonplace than ever before. People aren&#8217;t surprised to see their neighbors moving out because they can no longer pay the mortgage. Many people were and still are, looking for a lifeline. Back in June, an attempt was made by the federal government to help some homeowners stuck in a tough financial [...]]]></description>
			<content:encoded><![CDATA[<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">Foreclosures have become more commonplace than ever before. People aren&#8217;t surprised to see their neighbors moving out because they can no longer pay the mortgage. Many people were and still are, looking for a lifeline. Back in June, an attempt was made by the federal government to help some homeowners stuck in a tough financial situation with their loans. Since then, the program and its deadlines were extended.</span></p>
<p class="MsoNormal" style="text-align: justify;"><strong><span lang="EN-GB">Details on the Emergency Homeowners Loan Program (EHLP)</span></strong></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">The original goal included presenting <a href="http://www.moneysupermarket.com/loans/">loans</a> or up to $50,000 for qualified applicants. Instead of struggling each month to come up with a mortgage payment, the money from the loan would be used. Currently, there is no interest being charged on any of the loans and the payments go directly to the lender. The funds can be used to pay the monthly charge as well as late fees or even overdue payments.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">The loan terms were set for two years and at the end of that time, 20% of the loan would be immediately forgiven. Each year that a person stays in their home, another 20% of the loan would diminish. After the two years of assistance, if a family could stay in their home for another five years, the entire amount of the loan would be forgiven. They would owe nothing.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">At first, this seemed to be the perfect solution to a problem that was spiraling out of control. Once an applicant was approved, the foreclosure process would immediately stop. The goal was only to provide short-term aid that would make life a little easier for homeowners in the midst of a financial downturn.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">The program and loans were designed to help people who were out of work or who had taken a pay cut and were not able to make their payments. Unfortunately, applicants for the program were consistently turned down for the loan because they did not have a job or did not make enough money to qualify.</span></p>
<p class="MsoNormal" style="text-align: justify;"><strong><span lang="EN-GB">The Effects of the Emergency Homeowners Loan Program</span></strong></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">For the economy, the program provided a short-term solution that reached only a limited number of homeowners. Even as the program and its application dates continued to extend, it became obvious that this was not going to be the sweeping success that was originally promised.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">Some homeowners will end up in worse financial shape if they are not able to remain in their homes for the next two years or even the five years following. They could end up owing more than their home is worth. Because of this, they might be unable to sell or refinance.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">Most homeowners were never going to fall into this specific category for the federal government&#8217;s assistance. Many worked with the Home Affordable Modification Program instead to change their house payment to something more affordable. In most cases, the loans were never really reduced.</span></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="EN-GB">One of the most common solutions to being unable to afford a house payment was and still is, foreclosure or a short sale. After seeking out other solutions, many homeowners realized that there was no assistance available to them. Instead of struggling to keep their homes, they chose to get out from under one of their largest debts and began to put their financial lives back together again.</span></p>
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		<title>New Credit Card Rules</title>
		<link>http://www.financeclassic.com/new-credit-card-rules/</link>
		<comments>http://www.financeclassic.com/new-credit-card-rules/#comments</comments>
		<pubDate>Sun, 16 Oct 2011 17:28:42 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Credit Card]]></category>

		<category><![CDATA[Credit Card Rules]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=180</guid>
		<description><![CDATA[There were new credit card rules implemented for the safety of the customer by the federal government on February 22, 2010. Here are some changes mentioned below:
Billing and Payment Changes:
1.	The first change that was put into act is that all payments and due dates must be standardized. The due date must be on every month’s [...]]]></description>
			<content:encoded><![CDATA[<p><div id="attachment_182" class="wp-caption aligncenter" style="width: 516px"><a href="http://www.financeclassic.com/wp-content/uploads/2011/10/credit-card-rules.jpg"><img class="size-medium wp-image-182" title="credit-card-rules" src="http://www.financeclassic.com/wp-content/uploads/2011/10/credit-card-rules-300x300.jpg" alt="credit-card-rules" width="506" height="303" /></a><p class="wp-caption-text">credit-card-rules</p></div></p>
<p style="text-align: justify;">There were new <strong>credit card rules</strong> implemented for the safety of the customer by the federal government on February 22, 2010. Here are some changes mentioned below:</p>
<p style="text-align: justify;"><strong>Billing and Payment Changes</strong>:</p>
<p style="text-align: justify;">1.	The first change that was put into act is that all payments and due dates must be standardized. The due date must be on every month’s same day and all the bills should be sent before 21 days of the due date. The time is also a factor; the companies are not allowed to set due date time before 5:00 pm, so that one can pay the amount if in any case the next day is supposed to be a holiday.</p>
<p style="text-align: justify;">2.	Any billing cycle which is more than one month would not be entertained.</p>
<p style="text-align: justify;">3.	Payments that have a higher interest rate should be applied to the portion of balance above the minimum payment amount.</p>
<p style="text-align: justify;"><strong>New Credit Card Rules for Rates and Fees: </strong></p>
<p style="text-align: justify;">From now on one must chose to allow the transaction to go through which will make you cross your <strong>credit limit</strong>, that always ends in over-the-limit fee.</p>
<p style="text-align: justify;">There will no changes what so ever in the department of interest for at least one year, until and unless you default on your monthly payments.</p>
<p style="text-align: justify;">It has to be a new charge to apply an increase in interest rate; however the <a href="http://www.financeclassic.com/tag/credit-card/"><strong>credit card</strong></a> companies will not be able to apply any new interest rate to the balance which is there from earlier days.                                                                                                                                           Before authorizing the card if any applicant is minor or below 21 years then the applicant will have to prove the ability to repay.<br />
The application or annual fees of a <strong>credit card</strong> cannot be more than 25% of the initial credit limit.</p>
<p style="text-align: justify;"><strong>New Rules Regarding Interest Rate and Fee Changes</strong>:</p>
<p style="text-align: justify;">For now on, credit card companies must tell you:</p>
<p style="text-align: justify;">•	45 days in advance if they plan to change your interest rate or fees, unless you have a variable rate card, your introductory rate expires or you default on your payments. If you do not like the new terms they must give you an option to close your account.</p>
<p style="text-align: justify;">•	How long it will take to pay off your balance, this includes how long making the minimum payment and how much you would have to pay to pay off your balance in three years. They must also show you the dollar amount difference between the two. They also have to tell you what your fee would be or changes in terms would be if you paid late.</p>
<p style="text-align: justify;">As you can see, these new <a href="http://www.financeclassic.com/tag/credit-card-rules/"><strong>credit card rules</strong></a> should make your statements easier to understand and your payment amounts more predictable. The new statements will also make it simpler for you to have a clear view of exactly how long it will take you to pay off a debt and how much interest you will pay whether you just make a minimum payment or pay enough to clear the debt within three years.</p>
<p style="text-align: justify;">For more information visit: <a href="http://www.federalreserve.gov/consumerinfo/wyntk_creditcardrules.htm">http://www.federalreserve.gov/consumerinfo/wyntk_creditcardrules.htm</a></p>
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		<title>Reverse Mortgage Gives a Source of Tax-Free Income</title>
		<link>http://www.financeclassic.com/reverse-mortgage-gives-a-source-of-tax-free-income/</link>
		<comments>http://www.financeclassic.com/reverse-mortgage-gives-a-source-of-tax-free-income/#comments</comments>
		<pubDate>Fri, 08 Jul 2011 18:24:49 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Mortgage]]></category>

		<category><![CDATA[Reverse Mortgage]]></category>

		<guid isPermaLink="false">http://www.financeclassic.com/?p=167</guid>
		<description><![CDATA[These days the cost of living as increased like anything may it be the food that we consume daily basis, or the medical expense and it is especially problematic in these circumstances when the country is facing economic problems. Well even in this crisis people aged 60 or above can take reverse mortgage to maintain [...]]]></description>
			<content:encoded><![CDATA[<p><div id="attachment_175" class="wp-caption aligncenter" style="width: 320px"><a href="http://www.financeclassic.com/wp-content/uploads/2011/07/reverse-mortgage2.jpg"><img class="size-full wp-image-175" title="reversemortgage" src="http://www.financeclassic.com/wp-content/uploads/2011/07/reverse-mortgage2.jpg" alt="reverse mortgage" width="310" height="235" /></a><p class="wp-caption-text">reverse mortgage</p></div></p>
<p style="text-align: justify;">These days the cost of living as increased like anything may it be the food that we consume daily basis, or the medical expense and it is especially problematic in these circumstances when the country is facing economic problems. Well even in this crisis people aged 60 or above can take <a href="http://www.financeclassic.com/tag/reverse-mortgage/"><strong>reverse mortgage</strong></a> to maintain the equity in their home. The reverse mortgage loan is 100% approved by the government insured through the <strong>FHA</strong> which means Federal Housing Administration. However the property or the home is evaluated by FHA through strict fair means, which is approved by the federal law to take reverse mortgage and charges a 2 to 3% <strong>MIP</strong> (<strong>Mortgage Insurance Premium</strong>)</p>
<p style="text-align: justify;">The requirement of <strong>FHA</strong> is that the borrowers have to go through counseling before applying for a reverse mortgage loan to the lenders. It is also necessary for the borrowers to reside in the same place where the property is being reversed mortgage apart from this there is no income or credit required.</p>
<p style="text-align: justify;">The capital is tax free which is obtained from a <strong>reverse mortgage</strong> and can be used as combination of credit line or say monthly income. In spite of this the borrowers of home owning are bind to pay taxes and insurance for their homes.</p>
<p style="text-align: justify;">Social security and Medicare benefits are also included in <strong>reverse mortgage loan</strong>. The foremost thing completely depends on certain factors, say for instance age of borrower, value of property, and interest rates for reverse mortgage. Value on <a href="http://www.financeclassic.com/category/reverse-mortgage/"><strong>reverse mortgage</strong></a> has been recently raised to $625,500. Huge sum of money will be received if the person is much more experience or senior. The FHA makes sure that the reverse <a href="http://www.financeclassic.com/tag/mortgage/"><strong>mortgage</strong></a> programs are secured in order to protect the senior if in any case home values are deteriorating.</p>
<p><div id="attachment_170" class="wp-caption alignright" style="width: 321px"><a href="http://www.financeclassic.com/wp-content/uploads/2011/07/reverse-mortgage.jpg"><img class="size-medium wp-image-170" title="reverse-mortgage" src="http://www.financeclassic.com/wp-content/uploads/2011/07/reverse-mortgage-300x178.jpg" alt="reverse-mortgage" width="311" height="214" /></a><p class="wp-caption-text">reverse-mortgage</p></div></p>
<p style="text-align: justify;">To protect the foreclosure one can use the <strong>reverse mortgage</strong> to eliminate the present mortgage. However the tax-free cash can be used in different ways according to the seniors comfort such as it can be spent on vacation, home re-modeling, travelling or purchasing new car.</p>
<p style="text-align: justify;">The money is not required to pay back, as long as the senior makes stay in the same house. If the senior has deceased or the house is being sold in that case the <strong>mortgage debt</strong> money has to be paid and the remaining amount can be transferred on to the estate.</p>
<p style="text-align: justify;">Recently there has been a change in law so that the elderly people can purchase the house with the money from a <a href="http://www.ftc.gov/bcp/edu/pubs/consumer/homes/rea13.shtm"><strong>reverse mortgage</strong></a>.</p>
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		<title>Stock Market Investing Tips : Online Stock Trading Advice</title>
		<link>http://www.financeclassic.com/stock-market-investing-tips-online-stock-trading-advice/</link>
		<comments>http://www.financeclassic.com/stock-market-investing-tips-online-stock-trading-advice/#comments</comments>
		<pubDate>Sun, 29 May 2011 07:25:57 +0000</pubDate>
		<dc:creator>admin</dc:creator>
		
		<category><![CDATA[Investing]]></category>

		<category><![CDATA[Stock Market Investing]]></category>

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		<description><![CDATA[
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