1 00:00:13,190 --> 00:00:14,030 (Transcribed by TurboScribe.ai. Go Unlimited to remove this message.) Welcome back. 2 00:00:14,530 --> 00:00:17,850 In this module, we will discuss about the components of home loan EMI. 3 00:00:20,370 --> 00:00:23,750 We have an understanding that if we take a 10 year loan and reduce it to 5 years, half the loan will be over. 4 00:00:26,090 --> 00:00:28,030 We get that basic idea. 5 00:00:28,270 --> 00:00:29,090 That is not right. 6 00:00:29,530 --> 00:00:29,670 But if we take a 10 year loan and reduce it to 5 years, half the loan will be over. 7 00:00:29,670 --> 00:00:33,010 In banking terms, they have added different types of components. 8 00:00:34,690 --> 00:00:37,850 It is different from the calculation where the principal and interest are clear. 9 00:00:39,310 --> 00:00:43,130 When you understand that, you will understand how a home loan works. 10 00:00:43,770 --> 00:00:45,630 So, let us split the EMI. 11 00:00:46,190 --> 00:00:47,390 What are the components in it? 12 00:00:47,590 --> 00:00:50,810 According to the year, how much percentage of the loan will be over? 13 00:00:51,110 --> 00:00:53,630 Let us get a clear understanding in this module. 14 00:00:54,370 --> 00:00:56,630 Sir, firstly, what is there in home loan EMI? 15 00:00:56,630 --> 00:00:57,350 What is there in home loan EMI? 16 00:00:57,550 --> 00:00:58,630 How is it clear? 17 00:00:58,990 --> 00:00:59,910 How is it calculated? 18 00:01:00,350 --> 00:01:01,290 Please brief us on that. 19 00:01:01,530 --> 00:01:02,230 Sure, Abhishek. 20 00:01:02,410 --> 00:01:06,330 See, many people think of home loan EMI. 21 00:01:06,490 --> 00:01:09,770 It is the monthly loan amount that we pay. 22 00:01:10,270 --> 00:01:11,410 How do they calculate this? 23 00:01:12,650 --> 00:01:17,590 Let us assume that 50,000 EMI is paid every month. 24 00:01:18,210 --> 00:01:19,670 Let us assume that they have taken a loan of 50 lakhs. 25 00:01:19,670 --> 00:01:24,210 Let us assume that the loan amount is 50 lakhs and the EMI is 48,000 or 50,000. 26 00:01:25,690 --> 00:01:30,490 In the 50,000 EMI, how do the common people calculate? 27 00:01:31,090 --> 00:01:35,210 25,000 will go to the principal and 25,000 to the interest. 28 00:01:36,110 --> 00:01:39,830 That means, in 10 years, half the amount will be over. 29 00:01:40,830 --> 00:01:41,970 This is how they calculate. 30 00:01:42,790 --> 00:01:44,470 This is a big mistake. 31 00:01:44,890 --> 00:01:46,390 Home loan does not work like this. 32 00:01:46,390 --> 00:01:55,870 In the initial years, most of the money that we pay goes to interest. 33 00:01:57,470 --> 00:01:59,370 Most of the money goes to interest. 34 00:02:00,690 --> 00:02:02,930 This is where people need to understand. 35 00:02:03,650 --> 00:02:07,669 For example, if we take a home loan of 50 lakhs, 36 00:02:08,030 --> 00:02:10,590 we pay 56-57 lakhs in interest. 37 00:02:11,450 --> 00:02:12,830 50 lakhs is the original amount. 38 00:02:12,830 --> 00:02:15,490 Why do we pay so much interest? 39 00:02:16,610 --> 00:02:25,690 In the initial years, most of the money that we pay goes to the interest component. 40 00:02:26,250 --> 00:02:31,370 The amount that goes to the principal component is less. 41 00:02:31,750 --> 00:02:33,230 Abhishek, let us look at an example. 42 00:02:33,910 --> 00:02:34,330 Look at the screen. 43 00:02:34,330 --> 00:02:42,970 Let us assume that a person has taken 50 lakhs in 9% interest rate. 44 00:02:43,490 --> 00:02:45,790 Abhishek, in the initial years, 45 00:02:47,570 --> 00:02:55,970 he pays a total of 5,39,836 rupees. 46 00:02:56,330 --> 00:02:58,650 In this, the original amount is doubled. 47 00:02:59,550 --> 00:03:07,930 The original amount is 93,636 rupees. 48 00:03:08,630 --> 00:03:14,830 The interest rate is 4,46,200 rupees. 49 00:03:15,630 --> 00:03:22,770 The remaining amount is 49,6364 rupees. 50 00:03:22,770 --> 00:03:26,490 If we calculate the amount that ends in the first year, 51 00:03:28,890 --> 00:03:32,850 it is 1.87%. 52 00:03:34,630 --> 00:03:35,870 Abhishek, in the initial years, 53 00:03:36,390 --> 00:03:38,410 he pays a total of 5,39,836 rupees. 54 00:03:40,730 --> 00:03:44,270 In this, the original amount is 93,636 rupees. 55 00:03:44,430 --> 00:03:48,510 The interest rate is 4,46,200 rupees. 56 00:03:49,410 --> 00:03:51,450 What we need to understand here is, 57 00:03:51,450 --> 00:03:54,710 in the initial years of the home loan payment, 58 00:03:55,210 --> 00:03:58,250 most of the money goes to the interest component. 59 00:03:58,650 --> 00:03:59,490 How much goes in the second year? 60 00:04:00,290 --> 00:04:05,430 In the second year, if 5,39,836 rupees is paid, 61 00:04:06,950 --> 00:04:11,830 4,37,416 rupees goes to the principal component. 62 00:04:12,230 --> 00:04:15,769 1,02,419 rupees goes to the original amount. 63 00:04:15,769 --> 00:04:21,650 The remaining amount is 48,3364 rupees. 64 00:04:23,430 --> 00:04:25,010 If we calculate the amount that ends in the second year, 65 00:04:27,410 --> 00:04:31,850 the original amount is 3.92%. 66 00:04:31,850 --> 00:04:34,770 Let us see what happens in the third year. 67 00:04:35,790 --> 00:04:39,490 In the third year, we pay 5,39,836 rupees. 68 00:04:40,190 --> 00:04:43,710 4,27,890 rupees goes to the principal component. 69 00:04:43,710 --> 00:04:47,810 1,12,027 rupees goes to the original amount. 70 00:04:49,030 --> 00:04:53,510 The remaining amount is 46,919 rupees. 71 00:04:55,130 --> 00:05:01,510 The amount that ends in the third year is only 6.16%. 72 00:05:01,510 --> 00:05:03,370 Let us see what happens in the fourth year. 73 00:05:04,090 --> 00:05:10,870 1,022,536 rupees goes to the principal component. 74 00:05:10,870 --> 00:05:15,450 4,17,300 rupees goes to the principal component. 75 00:05:15,870 --> 00:05:18,930 5,39,836 rupees is paid. 76 00:05:19,830 --> 00:05:26,890 The remaining amount is 45,69,383 rupees. 77 00:05:27,330 --> 00:05:29,070 If we calculate the amount that ends in the third year, 78 00:05:29,870 --> 00:05:32,670 8.61% of the loan is paid. 79 00:05:33,110 --> 00:05:35,510 I am saying this for the fourth year. 80 00:05:35,510 --> 00:05:38,010 It has increased a lot. 81 00:05:38,210 --> 00:05:39,310 There is the fifth year. 82 00:05:40,350 --> 00:05:42,210 In the ninth year, 83 00:05:42,310 --> 00:05:44,050 Why do we have to take the ninth year as an example? 84 00:05:44,810 --> 00:05:46,650 If a lot of people have taken the loan for 20 years, 85 00:05:47,090 --> 00:05:48,090 for the tenth year, 86 00:05:48,330 --> 00:05:49,730 almost half of the loan would have ended. 87 00:05:50,330 --> 00:05:50,930 This is the assumption. 88 00:05:51,870 --> 00:05:53,410 In the ninth year, 89 00:05:53,770 --> 00:05:57,950 5,39,836 rupees is paid to the principal component. 90 00:06:00,670 --> 00:06:04,870 1,91,852 rupees goes to the principal component. 91 00:06:04,870 --> 00:06:12,690 3,47,984 rupees goes to the principal component. 92 00:06:13,370 --> 00:06:18,890 The remaining amount is 37,61,143 rupees. 93 00:06:21,150 --> 00:06:24,650 Up to the ninth year also, 94 00:06:25,590 --> 00:06:30,570 the amount that ends in the ninth year is 24.78%. 95 00:06:30,570 --> 00:06:32,130 If we take the loan for 20 years, 96 00:06:33,390 --> 00:06:36,770 after paying the EMI for the ninth year, 97 00:06:36,910 --> 00:06:39,090 if we calculate the amount that ends in the eighth year, 98 00:06:41,130 --> 00:06:43,690 only 25% of the loan would have ended. 99 00:06:44,150 --> 00:06:45,410 Then the question arises, 100 00:06:45,750 --> 00:06:47,050 how many years does it take to repay half of the loan? 101 00:06:48,190 --> 00:06:48,910 If we take the loan for 20 years, 102 00:06:50,950 --> 00:06:54,250 how many years does it take to repay 25 lakhs out of 50 lakhs? 103 00:06:55,670 --> 00:06:56,930 If we calculate this, 104 00:06:57,050 --> 00:06:59,550 in the 14th year, 105 00:06:59,550 --> 00:07:04,750 5,39,836 rupees is paid to the principal component. 106 00:07:06,290 --> 00:07:09,510 2,39,457 rupees goes to the principal component. 107 00:07:11,530 --> 00:07:13,630 3,379 rupees goes to the principal component. 108 00:07:14,170 --> 00:07:20,410 The total amount is 24,95,698 rupees. 109 00:07:20,670 --> 00:07:24,670 The loan is 25 lakhs for the 14th year. 110 00:07:24,670 --> 00:07:27,030 So, how much would have ended in the 18th year? 111 00:07:28,750 --> 00:07:33,110 In the 18th year, 80% of the loan would have ended. 112 00:07:33,270 --> 00:07:35,190 80.31% 113 00:07:35,190 --> 00:07:39,890 If we calculate the EMI in the 18th year, 114 00:07:40,150 --> 00:07:43,890 5,39,836 rupees is paid to the principal component. 115 00:07:45,990 --> 00:07:50,810 4,29,964 rupees goes to the principal component. 116 00:07:50,810 --> 00:07:55,550 1,09,872 rupees goes to the principal component. 117 00:07:56,150 --> 00:07:59,370 80.31% of the loan would have ended. 118 00:08:00,030 --> 00:08:06,250 9,84,714 rupees goes to the principal component in the 18th year. 119 00:08:08,290 --> 00:08:11,650 If the loan is to be paid in the 20th year, 120 00:08:11,650 --> 00:08:17,430 you would have paid 25 lakhs in the 20th year. 121 00:08:20,590 --> 00:08:26,090 5,14,414 rupees goes to the principal component. 122 00:08:26,430 --> 00:08:29,390 100% of the loan would have ended. 123 00:08:29,650 --> 00:08:33,789 So, 50 lakh loan, 124 00:08:34,530 --> 00:08:39,270 you have paid 58 lakhs or 57-58 lakhs. 125 00:08:39,270 --> 00:08:45,630 You have paid 1 crore 8 lakhs. 126 00:08:46,070 --> 00:08:52,730 So, if you use some tricks to pay the home loan, 127 00:08:52,970 --> 00:09:02,230 you can easily pay the home loan without taking much risk. 128 00:09:02,830 --> 00:09:05,550 You can reduce the burden of the home loan. 129 00:09:05,550 --> 00:09:08,350 Let us see how this can be done in the future. 130 00:09:09,530 --> 00:09:10,230 Definitely, sir. 131 00:09:10,690 --> 00:09:12,430 So, now you know about the EMI components. 132 00:09:14,590 --> 00:09:17,890 The important thing to understand is the period. 133 00:09:18,410 --> 00:09:21,470 20 years, 15 years, long term loan. 134 00:09:23,290 --> 00:09:26,350 Which one should be taken care of in these 20 years and 15 years? 135 00:09:28,270 --> 00:09:30,350 What benefits do we get if we take care of either of these? 136 00:09:30,350 --> 00:09:32,610 In the next module, we will see the results of the home loan.