Loan EMI & Amortization Calculator
Work out your monthly instalment, total interest and the full month-by-month repayment schedule for any loan — in the currency of your choice.
Loan details
$1,000,000
8.5%
20 years
Monthly EMI
$8,678
Fixed instalment for the full tenure
Total interest
$1,082,776
Interest paid over the loan term
Total payment
$2,082,776
Principal + interest
Principal
$1,000,000
20 years · 240 payments
Principal vs interest
Yearly payment breakdown
Amortization schedule
240 months| Month | EMI | Principal | Interest | Balance |
|---|---|---|---|---|
| 1 | $8,678 | $1,595 | $7,083 | $998,405 |
| 2 | $8,678 | $1,606 | $7,072 | $996,799 |
| 3 | $8,678 | $1,618 | $7,061 | $995,181 |
| 4 | $8,678 | $1,629 | $7,049 | $993,552 |
| 5 | $8,678 | $1,641 | $7,038 | $991,912 |
| 6 | $8,678 | $1,652 | $7,026 | $990,260 |
| 7 | $8,678 | $1,664 | $7,014 | $988,596 |
| 8 | $8,678 | $1,676 | $7,003 | $986,920 |
| 9 | $8,678 | $1,688 | $6,991 | $985,232 |
| 10 | $8,678 | $1,700 | $6,979 | $983,533 |
| 11 | $8,678 | $1,712 | $6,967 | $981,821 |
| 12 | $8,678 | $1,724 | $6,955 | $980,098 |
| 13 | $8,678 | $1,736 | $6,942 | $978,362 |
| 14 | $8,678 | $1,748 | $6,930 | $976,614 |
| 15 | $8,678 | $1,761 | $6,918 | $974,853 |
| 16 | $8,678 | $1,773 | $6,905 | $973,080 |
| 17 | $8,678 | $1,786 | $6,893 | $971,295 |
| 18 | $8,678 | $1,798 | $6,880 | $969,496 |
| 19 | $8,678 | $1,811 | $6,867 | $967,685 |
| 20 | $8,678 | $1,824 | $6,854 | $965,862 |
| 21 | $8,678 | $1,837 | $6,842 | $964,025 |
| 22 | $8,678 | $1,850 | $6,829 | $962,175 |
| 23 | $8,678 | $1,863 | $6,815 | $960,312 |
| 24 | $8,678 | $1,876 | $6,802 | $958,436 |
| 25 | $8,678 | $1,889 | $6,789 | $956,547 |
| 26 | $8,678 | $1,903 | $6,776 | $954,644 |
| 27 | $8,678 | $1,916 | $6,762 | $952,728 |
| 28 | $8,678 | $1,930 | $6,748 | $950,798 |
| 29 | $8,678 | $1,943 | $6,735 | $948,855 |
| 30 | $8,678 | $1,957 | $6,721 | $946,898 |
| 31 | $8,678 | $1,971 | $6,707 | $944,927 |
| 32 | $8,678 | $1,985 | $6,693 | $942,942 |
| 33 | $8,678 | $1,999 | $6,679 | $940,943 |
| 34 | $8,678 | $2,013 | $6,665 | $938,929 |
| 35 | $8,678 | $2,027 | $6,651 | $936,902 |
| 36 | $8,678 | $2,042 | $6,636 | $934,860 |
| 37 | $8,678 | $2,056 | $6,622 | $932,804 |
| 38 | $8,678 | $2,071 | $6,607 | $930,733 |
| 39 | $8,678 | $2,086 | $6,593 | $928,647 |
| 40 | $8,678 | $2,100 | $6,578 | $926,547 |
| 41 | $8,678 | $2,115 | $6,563 | $924,432 |
| 42 | $8,678 | $2,130 | $6,548 | $922,302 |
| 43 | $8,678 | $2,145 | $6,533 | $920,156 |
| 44 | $8,678 | $2,160 | $6,518 | $917,996 |
| 45 | $8,678 | $2,176 | $6,502 | $915,820 |
| 46 | $8,678 | $2,191 | $6,487 | $913,629 |
| 47 | $8,678 | $2,207 | $6,472 | $911,422 |
| 48 | $8,678 | $2,222 | $6,456 | $909,200 |
| 49 | $8,678 | $2,238 | $6,440 | $906,962 |
| 50 | $8,678 | $2,254 | $6,424 | $904,708 |
| 51 | $8,678 | $2,270 | $6,408 | $902,438 |
| 52 | $8,678 | $2,286 | $6,392 | $900,152 |
| 53 | $8,678 | $2,302 | $6,376 | $897,850 |
| 54 | $8,678 | $2,318 | $6,360 | $895,532 |
| 55 | $8,678 | $2,335 | $6,343 | $893,197 |
| 56 | $8,678 | $2,351 | $6,327 | $890,845 |
| 57 | $8,678 | $2,368 | $6,310 | $888,477 |
| 58 | $8,678 | $2,385 | $6,293 | $886,092 |
| 59 | $8,678 | $2,402 | $6,276 | $883,691 |
| 60 | $8,678 | $2,419 | $6,259 | $881,272 |
| 61 | $8,678 | $2,436 | $6,242 | $878,836 |
| 62 | $8,678 | $2,453 | $6,225 | $876,383 |
| 63 | $8,678 | $2,471 | $6,208 | $873,912 |
| 64 | $8,678 | $2,488 | $6,190 | $871,424 |
| 65 | $8,678 | $2,506 | $6,173 | $868,919 |
| 66 | $8,678 | $2,523 | $6,155 | $866,395 |
| 67 | $8,678 | $2,541 | $6,137 | $863,854 |
| 68 | $8,678 | $2,559 | $6,119 | $861,295 |
| 69 | $8,678 | $2,577 | $6,101 | $858,717 |
| 70 | $8,678 | $2,596 | $6,083 | $856,122 |
| 71 | $8,678 | $2,614 | $6,064 | $853,508 |
| 72 | $8,678 | $2,633 | $6,046 | $850,875 |
| 73 | $8,678 | $2,651 | $6,027 | $848,224 |
| 74 | $8,678 | $2,670 | $6,008 | $845,554 |
| 75 | $8,678 | $2,689 | $5,989 | $842,865 |
| 76 | $8,678 | $2,708 | $5,970 | $840,157 |
| 77 | $8,678 | $2,727 | $5,951 | $837,430 |
| 78 | $8,678 | $2,746 | $5,932 | $834,683 |
| 79 | $8,678 | $2,766 | $5,912 | $831,918 |
| 80 | $8,678 | $2,785 | $5,893 | $829,132 |
| 81 | $8,678 | $2,805 | $5,873 | $826,327 |
| 82 | $8,678 | $2,825 | $5,853 | $823,502 |
| 83 | $8,678 | $2,845 | $5,833 | $820,657 |
| 84 | $8,678 | $2,865 | $5,813 | $817,791 |
| 85 | $8,678 | $2,886 | $5,793 | $814,906 |
| 86 | $8,678 | $2,906 | $5,772 | $812,000 |
| 87 | $8,678 | $2,927 | $5,752 | $809,073 |
| 88 | $8,678 | $2,947 | $5,731 | $806,126 |
| 89 | $8,678 | $2,968 | $5,710 | $803,158 |
| 90 | $8,678 | $2,989 | $5,689 | $800,169 |
| 91 | $8,678 | $3,010 | $5,668 | $797,158 |
| 92 | $8,678 | $3,032 | $5,647 | $794,127 |
| 93 | $8,678 | $3,053 | $5,625 | $791,073 |
| 94 | $8,678 | $3,075 | $5,603 | $787,999 |
| 95 | $8,678 | $3,097 | $5,582 | $784,902 |
| 96 | $8,678 | $3,119 | $5,560 | $781,784 |
| 97 | $8,678 | $3,141 | $5,538 | $778,643 |
| 98 | $8,678 | $3,163 | $5,515 | $775,480 |
| 99 | $8,678 | $3,185 | $5,493 | $772,295 |
| 100 | $8,678 | $3,208 | $5,470 | $769,087 |
| 101 | $8,678 | $3,231 | $5,448 | $765,857 |
| 102 | $8,678 | $3,253 | $5,425 | $762,603 |
| 103 | $8,678 | $3,276 | $5,402 | $759,327 |
| 104 | $8,678 | $3,300 | $5,379 | $756,027 |
| 105 | $8,678 | $3,323 | $5,355 | $752,704 |
| 106 | $8,678 | $3,347 | $5,332 | $749,357 |
| 107 | $8,678 | $3,370 | $5,308 | $745,987 |
| 108 | $8,678 | $3,394 | $5,284 | $742,593 |
| 109 | $8,678 | $3,418 | $5,260 | $739,175 |
| 110 | $8,678 | $3,442 | $5,236 | $735,732 |
| 111 | $8,678 | $3,467 | $5,211 | $732,266 |
| 112 | $8,678 | $3,491 | $5,187 | $728,774 |
| 113 | $8,678 | $3,516 | $5,162 | $725,258 |
| 114 | $8,678 | $3,541 | $5,137 | $721,717 |
| 115 | $8,678 | $3,566 | $5,112 | $718,151 |
| 116 | $8,678 | $3,591 | $5,087 | $714,560 |
| 117 | $8,678 | $3,617 | $5,061 | $710,943 |
| 118 | $8,678 | $3,642 | $5,036 | $707,301 |
| 119 | $8,678 | $3,668 | $5,010 | $703,632 |
| 120 | $8,678 | $3,694 | $4,984 | $699,938 |
| 121 | $8,678 | $3,720 | $4,958 | $696,218 |
| 122 | $8,678 | $3,747 | $4,932 | $692,471 |
| 123 | $8,678 | $3,773 | $4,905 | $688,698 |
| 124 | $8,678 | $3,800 | $4,878 | $684,898 |
| 125 | $8,678 | $3,827 | $4,851 | $681,071 |
| 126 | $8,678 | $3,854 | $4,824 | $677,217 |
| 127 | $8,678 | $3,881 | $4,797 | $673,336 |
| 128 | $8,678 | $3,909 | $4,769 | $669,427 |
| 129 | $8,678 | $3,936 | $4,742 | $665,491 |
| 130 | $8,678 | $3,964 | $4,714 | $661,526 |
| 131 | $8,678 | $3,992 | $4,686 | $657,534 |
| 132 | $8,678 | $4,021 | $4,658 | $653,513 |
| 133 | $8,678 | $4,049 | $4,629 | $649,464 |
| 134 | $8,678 | $4,078 | $4,600 | $645,386 |
| 135 | $8,678 | $4,107 | $4,571 | $641,279 |
| 136 | $8,678 | $4,136 | $4,542 | $637,144 |
| 137 | $8,678 | $4,165 | $4,513 | $632,978 |
| 138 | $8,678 | $4,195 | $4,484 | $628,784 |
| 139 | $8,678 | $4,224 | $4,454 | $624,559 |
| 140 | $8,678 | $4,254 | $4,424 | $620,305 |
| 141 | $8,678 | $4,284 | $4,394 | $616,021 |
| 142 | $8,678 | $4,315 | $4,363 | $611,706 |
| 143 | $8,678 | $4,345 | $4,333 | $607,361 |
| 144 | $8,678 | $4,376 | $4,302 | $602,985 |
| 145 | $8,678 | $4,407 | $4,271 | $598,578 |
| 146 | $8,678 | $4,438 | $4,240 | $594,139 |
| 147 | $8,678 | $4,470 | $4,208 | $589,669 |
| 148 | $8,678 | $4,501 | $4,177 | $585,168 |
| 149 | $8,678 | $4,533 | $4,145 | $580,635 |
| 150 | $8,678 | $4,565 | $4,113 | $576,069 |
| 151 | $8,678 | $4,598 | $4,080 | $571,472 |
| 152 | $8,678 | $4,630 | $4,048 | $566,841 |
| 153 | $8,678 | $4,663 | $4,015 | $562,178 |
| 154 | $8,678 | $4,696 | $3,982 | $557,482 |
| 155 | $8,678 | $4,729 | $3,949 | $552,753 |
| 156 | $8,678 | $4,763 | $3,915 | $547,990 |
| 157 | $8,678 | $4,797 | $3,882 | $543,193 |
| 158 | $8,678 | $4,831 | $3,848 | $538,363 |
| 159 | $8,678 | $4,865 | $3,813 | $533,498 |
| 160 | $8,678 | $4,899 | $3,779 | $528,598 |
| 161 | $8,678 | $4,934 | $3,744 | $523,664 |
| 162 | $8,678 | $4,969 | $3,709 | $518,695 |
| 163 | $8,678 | $5,004 | $3,674 | $513,691 |
| 164 | $8,678 | $5,040 | $3,639 | $508,652 |
| 165 | $8,678 | $5,075 | $3,603 | $503,576 |
| 166 | $8,678 | $5,111 | $3,567 | $498,465 |
| 167 | $8,678 | $5,147 | $3,531 | $493,318 |
| 168 | $8,678 | $5,184 | $3,494 | $488,134 |
| 169 | $8,678 | $5,221 | $3,458 | $482,913 |
| 170 | $8,678 | $5,258 | $3,421 | $477,656 |
| 171 | $8,678 | $5,295 | $3,383 | $472,361 |
| 172 | $8,678 | $5,332 | $3,346 | $467,029 |
| 173 | $8,678 | $5,370 | $3,308 | $461,658 |
| 174 | $8,678 | $5,408 | $3,270 | $456,250 |
| 175 | $8,678 | $5,446 | $3,232 | $450,804 |
| 176 | $8,678 | $5,485 | $3,193 | $445,319 |
| 177 | $8,678 | $5,524 | $3,154 | $439,795 |
| 178 | $8,678 | $5,563 | $3,115 | $434,232 |
| 179 | $8,678 | $5,602 | $3,076 | $428,629 |
| 180 | $8,678 | $5,642 | $3,036 | $422,987 |
| 181 | $8,678 | $5,682 | $2,996 | $417,305 |
| 182 | $8,678 | $5,722 | $2,956 | $411,583 |
| 183 | $8,678 | $5,763 | $2,915 | $405,820 |
| 184 | $8,678 | $5,804 | $2,875 | $400,016 |
| 185 | $8,678 | $5,845 | $2,833 | $394,172 |
| 186 | $8,678 | $5,886 | $2,792 | $388,285 |
| 187 | $8,678 | $5,928 | $2,750 | $382,358 |
| 188 | $8,678 | $5,970 | $2,708 | $376,388 |
| 189 | $8,678 | $6,012 | $2,666 | $370,376 |
| 190 | $8,678 | $6,055 | $2,623 | $364,321 |
| 191 | $8,678 | $6,098 | $2,581 | $358,223 |
| 192 | $8,678 | $6,141 | $2,537 | $352,082 |
| 193 | $8,678 | $6,184 | $2,494 | $345,898 |
| 194 | $8,678 | $6,228 | $2,450 | $339,670 |
| 195 | $8,678 | $6,272 | $2,406 | $333,398 |
| 196 | $8,678 | $6,317 | $2,362 | $327,081 |
| 197 | $8,678 | $6,361 | $2,317 | $320,720 |
| 198 | $8,678 | $6,406 | $2,272 | $314,313 |
| 199 | $8,678 | $6,452 | $2,226 | $307,861 |
| 200 | $8,678 | $6,498 | $2,181 | $301,364 |
| 201 | $8,678 | $6,544 | $2,135 | $294,820 |
| 202 | $8,678 | $6,590 | $2,088 | $288,230 |
| 203 | $8,678 | $6,637 | $2,042 | $281,594 |
| 204 | $8,678 | $6,684 | $1,995 | $274,910 |
| 205 | $8,678 | $6,731 | $1,947 | $268,179 |
| 206 | $8,678 | $6,779 | $1,900 | $261,400 |
| 207 | $8,678 | $6,827 | $1,852 | $254,574 |
| 208 | $8,678 | $6,875 | $1,803 | $247,699 |
| 209 | $8,678 | $6,924 | $1,755 | $240,775 |
| 210 | $8,678 | $6,973 | $1,705 | $233,802 |
| 211 | $8,678 | $7,022 | $1,656 | $226,780 |
| 212 | $8,678 | $7,072 | $1,606 | $219,708 |
| 213 | $8,678 | $7,122 | $1,556 | $212,586 |
| 214 | $8,678 | $7,172 | $1,506 | $205,414 |
| 215 | $8,678 | $7,223 | $1,455 | $198,191 |
| 216 | $8,678 | $7,274 | $1,404 | $190,916 |
| 217 | $8,678 | $7,326 | $1,352 | $183,590 |
| 218 | $8,678 | $7,378 | $1,300 | $176,213 |
| 219 | $8,678 | $7,430 | $1,248 | $168,783 |
| 220 | $8,678 | $7,483 | $1,196 | $161,300 |
| 221 | $8,678 | $7,536 | $1,143 | $153,764 |
| 222 | $8,678 | $7,589 | $1,089 | $146,175 |
| 223 | $8,678 | $7,643 | $1,035 | $138,532 |
| 224 | $8,678 | $7,697 | $981 | $130,835 |
| 225 | $8,678 | $7,751 | $927 | $123,084 |
| 226 | $8,678 | $7,806 | $872 | $115,277 |
| 227 | $8,678 | $7,862 | $817 | $107,416 |
| 228 | $8,678 | $7,917 | $761 | $99,498 |
| 229 | $8,678 | $7,973 | $705 | $91,525 |
| 230 | $8,678 | $8,030 | $648 | $83,495 |
| 231 | $8,678 | $8,087 | $591 | $75,408 |
| 232 | $8,678 | $8,144 | $534 | $67,264 |
| 233 | $8,678 | $8,202 | $476 | $59,062 |
| 234 | $8,678 | $8,260 | $418 | $50,803 |
| 235 | $8,678 | $8,318 | $360 | $42,484 |
| 236 | $8,678 | $8,377 | $301 | $34,107 |
| 237 | $8,678 | $8,437 | $242 | $25,670 |
| 238 | $8,678 | $8,496 | $182 | $17,174 |
| 239 | $8,678 | $8,557 | $122 | $8,617 |
| 240 | $8,678 | $8,617 | $61 | $0 |
Estimates are for illustration only and do not constitute financial advice. EMI assumes a fixed interest rate and no prepayments. Your inputs are stored in the URL so you can bookmark or share this scenario.
How the EMI is calculated
An equated monthly instalment (EMI) is a fixed payment that fully repays a loan — principal plus interest — by the end of the tenure. Because each payment first covers the interest accrued on the outstanding balance, early payments are mostly interest while later payments are mostly principal.
Monthly instalment
EMI = P × r × (1 + r)ⁿ ÷ ((1 + r)ⁿ − 1)
- P — principal (loan amount)
- r — monthly rate = annual rate ÷ 12 ÷ 100
- n — tenure in months
Total interest
Total interest = (EMI × n) − P
The difference between everything you pay and the amount you borrowed.
Outstanding balance
Bₖ = P(1 + r)ᵏ − EMI × ((1 + r)ᵏ − 1) ÷ r
The balance remaining after k monthly payments — the source of the amortization schedule above.
Worked example
A ₹10,00,000 loan at 8.5% p.a. for 20 years gives r = 8.5 ÷ 12 ÷ 100 = 0.00708 and n = 240, so:
EMI = 10,00,000 × 0.00708 × (1.00708)²⁴⁰ ÷ ((1.00708)²⁴⁰ − 1) ≈ ₹8,678
Total interest ≈ ₹10,82,792 across the full term.