<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-833888514398724931</id><updated>2011-11-27T15:58:28.307-08:00</updated><title type='text'>Life Insurance</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lifeinsurance-online.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833888514398724931/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://lifeinsurance-online.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>UltimateMani</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>2</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-833888514398724931.post-1254396089238628282</id><published>2011-09-29T08:48:00.000-07:00</published><updated>2011-09-29T08:48:32.360-07:00</updated><title type='text'>Need Life Insurance Ideas?</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;If you need Life Insurance Ideas contact&lt;br /&gt;&lt;table&gt;&lt;tbody&gt;&lt;tr&gt;  &lt;td&gt;&lt;br /&gt;&lt;br /&gt;&lt;script type="text/javascript"&gt;&lt;!--google_ad_client = "pub-1968882620001710";/* 468x60, created 9/29/11 */google_ad_slot = "8325233339";google_ad_width = 468;google_ad_height = 60;//--&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;script src="http://pagead2.googlesyndication.com/pagead/show_ads.js" type="text/javascript"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Muthuraj  9884073652&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/833888514398724931-1254396089238628282?l=lifeinsurance-online.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lifeinsurance-online.blogspot.com/feeds/1254396089238628282/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lifeinsurance-online.blogspot.com/2011/09/need-life-insurance-ideas.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833888514398724931/posts/default/1254396089238628282'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833888514398724931/posts/default/1254396089238628282'/><link rel='alternate' type='text/html' href='http://lifeinsurance-online.blogspot.com/2011/09/need-life-insurance-ideas.html' title='Need Life Insurance Ideas?'/><author><name>UltimateMani</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-833888514398724931.post-5377582694179173998</id><published>2011-09-29T08:45:00.000-07:00</published><updated>2011-09-29T08:45:15.613-07:00</updated><title type='text'>Why Life Insurance?</title><content type='html'>&lt;table&gt;&lt;tr&gt;  &lt;td&gt;&lt;br /&gt;&lt;br /&gt;&lt;script type="text/javascript"&gt;&lt;!--google_ad_client = "pub-1968882620001710";/* 468x60, created 9/29/11 */google_ad_slot = "8325233339";google_ad_width = 468;google_ad_height = 60;//--&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;script type="text/javascript"src="http://pagead2.googlesyndication.com/pagead/show_ads.js"&gt;&lt;/script&gt;&lt;br /&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;br /&gt;&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;Life insurance in India made its debut well                                        over 100 years ago.&lt;br /&gt;&lt;br /&gt;In our country, which is one of the most                                        populated in the world, the prominence of                                        insurance is not as widely understood, as                                        it ought to be. What follows is an attempt                                        to acquaint readers with some of the concepts                                        of life insurance, with special reference                                        to LIC.&lt;br /&gt;&lt;br /&gt;It should, however, be clearly understood                                        that the following content is by no means                                        an exhaustive description of the terms and                                        conditions of an LIC policy or its benefits                                        or privileges.&lt;br /&gt;&lt;br /&gt;For more details, please contact our branch                                        or divisional office. Any LIC Agent will                                        be glad to help you choose the life insurance                                        plan to meet your needs and render policy                                        servicing. &lt;br /&gt;&lt;br /&gt;&lt;span class="contentheader2"&gt;&lt;a href="" name="2"&gt;&lt;/a&gt;What                                        Is Life Insurance?&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;Life insurance is a contract that pledges                                        payment of an amount to the person assured                                        (or his nominee) on the happening of the                                        event insured against.&lt;br /&gt;&lt;br /&gt;The contract is valid for payment of the                                        insured amount during: &lt;br /&gt;&lt;ul&gt;&lt;li&gt; The date of maturity, or &lt;/li&gt;&lt;li&gt; Specified dates at periodic intervals,                                            or &lt;/li&gt;&lt;li&gt; Unfortunate death, if it occurs earlier.                                          &lt;/li&gt;&lt;/ul&gt;Among other things, the contract also                                          provides for the payment of premium periodically                                          to the Corporation by the policyholder.                                          Life insurance is universally acknowledged                                          to be an institution, which eliminates                                          'risk', substituting certainty for uncertainty                                          and comes to the timely aid of the family                                          in the unfortunate event of death of the                                          breadwinner. &lt;br /&gt;By and large, life insurance is civilisation's                                          partial solution to the problems caused                                          by death. Life insurance, in short, is                                          concerned with two hazards that stand                                          across the life-path of every person:                                        &lt;br /&gt;&lt;ol&gt;&lt;li&gt; That of dying prematurely leaving                                            a dependent family to fend for itself.                                          &lt;/li&gt;&lt;li&gt; That of living till old age without                                            visible means of support. &lt;/li&gt;&lt;/ol&gt;&lt;span class="contentheader2"&gt;&lt;a href="" name="3"&gt;&lt;/a&gt;Life                                          Insurance Vs. Other Savings &lt;br /&gt;&lt;/span&gt; &lt;br /&gt;&lt;span align="left" class="contentheader1"&gt;Contract                                          Of Insurance:&lt;/span&gt;&lt;br /&gt;A contract of insurance is a contract                                            of utmost good faith technically known                                            as uberrima fides. The doctrine of disclosing                                            all material facts is embodied in this                                            important principle, which applies to                                            all forms of insurance.&lt;br /&gt;&lt;br /&gt;At the time of taking a policy, policyholder                                            should ensure that all questions in                                            the proposal form are correctly answered.                                            Any misrepresentation, non-disclosure                                            or fraud in any document leading to                                            the acceptance of the risk would render                                            the insurance contract null and void.                                        &lt;strong&gt;Protection: &lt;/strong&gt;&lt;br /&gt;Savings through life insurance guarantee                                          full protection against risk of death                                          of the saver. Also, in case of demise,                                          life insurance assures payment of the                                          entire amount assured (with bonuses wherever                                          applicable) whereas in other savings schemes,                                          only the amount saved (with interest)                                          is payable. &lt;br /&gt;&lt;br /&gt;&lt;strong&gt; Aid To Thrift: &lt;/strong&gt;&lt;br /&gt;Life insurance encourages 'thrift'. It                                          allows long-term savings since payments                                          can be made effortlessly because of the                                          'easy instalment' facility built into                                          the scheme. (Premium payment for insurance                                          is either monthly, quarterly, half yearly                                          or yearly). &lt;br /&gt;For example: The Salary Saving Scheme                                          popularly known as SSS, provides a convenient                                          method of paying premium each month by                                          deduction from one's salary. &lt;br /&gt;In this case the employer directly pays                                          the deducted premium to LIC. The Salary                                          Saving Scheme is ideal for any institution                                          or establishment subject to specified                                          terms and conditions.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Liquidity:&lt;/strong&gt; &lt;br /&gt;In case of insurance, it is easy to acquire                                          loans on the sole security of any policy                                          that has acquired loan value. Besides,                                          a life insurance policy is also generally                                          accepted as security, even for a commercial                                          loan.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Tax Relief: &lt;/strong&gt;&lt;br /&gt;Life Insurance is the best way to enjoy                                          tax deductions on income tax and wealth                                          tax. This is available for amounts paid                                          by way of premium for life insurance subject                                          to income tax rates in force. &lt;br /&gt;Assessees can also avail of provisions                                          in the law for tax relief. In such cases                                          the assured in effect pays a lower premium                                          for insurance than otherwise.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Money When You Need It: &lt;/strong&gt;&lt;br /&gt;A policy that has a suitable insurance                                          plan or a combination of different plans                                          can be effectively used to meet certain                                          monetary needs that may arise from time-to-time.                                          &lt;br /&gt;Children's education, start-in-life or                                          marriage provision or even periodical                                          needs for cash over a stretch of time                                          can be less stressful with the help of                                          these policies. &lt;br /&gt;Alternatively, policy money can be made                                          available at the time of one's retirement                                          from service and used for any specific                                          purpose, such as, purchase of a house                                          or for other investments. Also, loans                                          are granted to policyholders for house                                          building or for purchase of flats (subject                                          to certain conditions).&lt;br /&gt;&lt;br /&gt;&lt;span class="contentheader2"&gt;&lt;a href="" name="4"&gt;&lt;/a&gt;Who                                          Can Buy A Policy? &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Any person who has attained majority and                                          is eligible to enter into a valid contract                                          can insure himself/herself and those in                                          whom he/she has insurable interest. &lt;br /&gt;&lt;br /&gt;Policies can also be taken, subject to                                          certain conditions, on the life of one's                                          spouse or children. While underwriting                                          proposals, certain factors such as the                                          policyholder’s state of health,                                          the proponent's income and other relevant                                          factors are considered by the Corporation.&lt;br /&gt;&lt;br /&gt;&lt;span class="contentheader2"&gt;Insurance                                          For Women&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Prior to nationalisation (1956), many                                          private insurance companies would offer                                          insurance to female lives with some extra                                          premium or on restrictive conditions.                                          However, after nationalisation of life                                          insurance, the terms under which life                                          insurance is granted to female lives have                                          been reviewed from time-to-time. &lt;br /&gt;&lt;br /&gt;At present, women who work and earn an                                          income are treated at par with men. In                                          other cases, a restrictive clause is imposed,                                          only if the age of the female is up to                                          30 years and if she does not have an income                                          attracting Income Tax.&lt;br /&gt;&lt;br /&gt;&lt;span class="contentheader2"&gt;Medical And                                          Non-Medical Schemes&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Life insurance is normally offered after                                          a medical examination of the life to be                                          assured. However, to facilitate greater                                          spread of insurance and also to avoid                                          inconvenience, LIC has been extending                                          insurance cover without any medical examination,                                          subject to certain conditions. &lt;br /&gt;&lt;span class="contentheader2"&gt;With Profit                                        And Without Profit Plans&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;An insurance policy can be 'with' or 'without'                                        profit. In the former, bonuses disclosed,                                        if any, after periodical valuations are                                        allotted to the policy and are payable along                                        with the contracted amount.&lt;br /&gt;&lt;br /&gt;In 'without' profit plan the contracted                                        amount is paid without any addition. The                                        premium rate charged for a 'with' profit                                        policy is therefore higher than for a 'without'                                        profit policy. &lt;br /&gt;&lt;br /&gt;&lt;span class="contentheader2"&gt;Keyman Insurance&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Keyman insurance is taken by a business firm                                      on the life of key employee(s) to protect                                      the firm against financial losses, which may                                      occur due to the premature demise of the Keyman.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/833888514398724931-5377582694179173998?l=lifeinsurance-online.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lifeinsurance-online.blogspot.com/feeds/5377582694179173998/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lifeinsurance-online.blogspot.com/2011/09/why-life-insurance.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/833888514398724931/posts/default/5377582694179173998'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/833888514398724931/posts/default/5377582694179173998'/><link rel='alternate' type='text/html' href='http://lifeinsurance-online.blogspot.com/2011/09/why-life-insurance.html' title='Why Life Insurance?'/><author><name>UltimateMani</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>
