How to calculate principal and interest payment on a mortgage

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How to calculate principal and interest payment on a mortgage

Calculate How Much of Each Debt Payment Goes to Principal or Interest

This calculator will help you to determine the principal and interest breakdown on any given payment number. Enter the loan's original terms (principal, interest rate, number of payments, and monthly payment amount) and we'll show how much of your current payment is applied to principal and interest.

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The following table shows current Atlanta 30-year mortgage rates. You can use the menus to select other loan durations, alter the loan amount, change your down payment, or change your location. More features are available in the advanced drop down

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How Amortizing Payments Work

If you have a fixed-rate loan the amount paid each month is determined by the interest rate and the lenght of the loan. Lenders can look at the term of the loan and charge an interest rate which they feels compensates them for the risk of loss, the cost of inflation, their business overhead & their profit margin. With a fixed rate loan the amount of each payment stays the same across the duration of the loan, but the percent of each payment that goes toward principal or interest changes over time. Early on in the loan's term a relatively large share of the payment is applied toward interest, then as the borrower pays down the loan an increasing share of the payment goes toward interest.

How to calculate principal and interest payment on a mortgage

Rather than using the above calculator repeatedly you can use an amortization schedule to print out the entire schedule for a loan. We host an amortization calculator which enables you to create printable amortization tables. It shows the monthly payments and amortization schedule for the principal and interest portion of loans, while other costs of borrowing like licensing or taxes are excluded.

How to calculate principal and interest payment on a mortgage

Example Amortization Table

As an example, consider a 10 year loan for $250,000 at 8% APR with monthly payments. The monthly payment would be $3,033.19 throughout the duration of the loan. In the first payment $1,666.67 would go toward interest while $1,366.52 goes toward principal. In the final payment only $20.09 is spent on interest while $3,013.12 goes toward principal. An amortization chart for this example is listed below.

Payment NumberAmountPrincipalInterestBalance
1 $3,033.19 $1,366.52 $1,666.67 $248,633.48
2 $3,033.19 $1,375.63 $1,657.56 $247,257.85
3 $3,033.19 $1,384.80 $1,648.39 $245,873.05
4 $3,033.19 $1,394.04 $1,639.15 $244,479.01
5 $3,033.19 $1,403.33 $1,629.86 $243,075.68
6 $3,033.19 $1,412.69 $1,620.50 $241,662.99
7 $3,033.19 $1,422.10 $1,611.09 $240,240.89
8 $3,033.19 $1,431.58 $1,601.61 $238,809.31
9 $3,033.19 $1,441.13 $1,592.06 $237,368.18
10 $3,033.19 $1,450.74 $1,582.45 $235,917.44
11 $3,033.19 $1,460.41 $1,572.78 $234,457.03
12 $3,033.19 $1,470.14 $1,563.05 $232,986.89
Year 1 $17,013.11 $19,385.17
13 $3,033.19 $1,479.94 $1,553.25 $231,506.95
14 $3,033.19 $1,489.81 $1,543.38 $230,017.14
15 $3,033.19 $1,499.74 $1,533.45 $228,517.40
16 $3,033.19 $1,509.74 $1,523.45 $227,007.66
17 $3,033.19 $1,519.81 $1,513.38 $225,487.85
18 $3,033.19 $1,529.94 $1,503.25 $223,957.91
19 $3,033.19 $1,540.14 $1,493.05 $222,417.77
20 $3,033.19 $1,550.40 $1,482.79 $220,867.37
21 $3,033.19 $1,560.74 $1,472.45 $219,306.63
22 $3,033.19 $1,571.15 $1,462.04 $217,735.48
23 $3,033.19 $1,581.62 $1,451.57 $216,153.86
24 $3,033.19 $1,592.16 $1,441.03 $214,561.70
Year 2 $18,425.19 $17,973.09
25 $3,033.19 $1,602.78 $1,430.41 $212,958.92
26 $3,033.19 $1,613.46 $1,419.73 $211,345.46
27 $3,033.19 $1,624.22 $1,408.97 $209,721.24
28 $3,033.19 $1,635.05 $1,398.14 $208,086.19
29 $3,033.19 $1,645.95 $1,387.24 $206,440.24
30 $3,033.19 $1,656.92 $1,376.27 $204,783.32
31 $3,033.19 $1,667.97 $1,365.22 $203,115.35
32 $3,033.19 $1,679.09 $1,354.10 $201,436.26
33 $3,033.19 $1,690.28 $1,342.91 $199,745.98
34 $3,033.19 $1,701.55 $1,331.64 $198,044.43
35 $3,033.19 $1,712.89 $1,320.30 $196,331.54
36 $3,033.19 $1,724.31 $1,308.88 $194,607.23
Year 3 $19,954.47 $16,443.81
37 $3,033.19 $1,735.81 $1,297.38 $192,871.42
38 $3,033.19 $1,747.38 $1,285.81 $191,124.04
39 $3,033.19 $1,759.03 $1,274.16 $189,365.01
40 $3,033.19 $1,770.76 $1,262.43 $187,594.25
41 $3,033.19 $1,782.56 $1,250.63 $185,811.69
42 $3,033.19 $1,794.45 $1,238.74 $184,017.24
43 $3,033.19 $1,806.41 $1,226.78 $182,210.83
44 $3,033.19 $1,818.45 $1,214.74 $180,392.38
45 $3,033.19 $1,830.57 $1,202.62 $178,561.81
46 $3,033.19 $1,842.78 $1,190.41 $176,719.03
47 $3,033.19 $1,855.06 $1,178.13 $174,863.97
48 $3,033.19 $1,867.43 $1,165.76 $172,996.54
Year 4 $21,610.69 $14,787.59
49 $3,033.19 $1,879.88 $1,153.31 $171,116.66
50 $3,033.19 $1,892.41 $1,140.78 $169,224.25
51 $3,033.19 $1,905.03 $1,128.16 $167,319.22
52 $3,033.19 $1,917.73 $1,115.46 $165,401.49
53 $3,033.19 $1,930.51 $1,102.68 $163,470.98
54 $3,033.19 $1,943.38 $1,089.81 $161,527.60
55 $3,033.19 $1,956.34 $1,076.85 $159,571.26
56 $3,033.19 $1,969.38 $1,063.81 $157,601.88
57 $3,033.19 $1,982.51 $1,050.68 $155,619.37
58 $3,033.19 $1,995.73 $1,037.46 $153,623.64
59 $3,033.19 $2,009.03 $1,024.16 $151,614.61
60 $3,033.19 $2,022.43 $1,010.76 $149,592.18
Year 5 $23,404.36 $12,993.92
61 $3,033.19 $2,035.91 $997.28 $147,556.27
62 $3,033.19 $2,049.48 $983.71 $145,506.79
63 $3,033.19 $2,063.14 $970.05 $143,443.65
64 $3,033.19 $2,076.90 $956.29 $141,366.75
65 $3,033.19 $2,090.75 $942.44 $139,276.00
66 $3,033.19 $2,104.68 $928.51 $137,171.32
67 $3,033.19 $2,118.71 $914.48 $135,052.61
68 $3,033.19 $2,132.84 $900.35 $132,919.77
69 $3,033.19 $2,147.06 $886.13 $130,772.71
70 $3,033.19 $2,161.37 $871.82 $128,611.34
71 $3,033.19 $2,175.78 $857.41 $126,435.56
72 $3,033.19 $2,190.29 $842.90 $124,245.27
Year 6 $25,346.91 $11,051.37
73 $3,033.19 $2,204.89 $828.30 $122,040.38
74 $3,033.19 $2,219.59 $813.60 $119,820.79
75 $3,033.19 $2,234.38 $798.81 $117,586.41
76 $3,033.19 $2,249.28 $783.91 $115,337.13
77 $3,033.19 $2,264.28 $768.91 $113,072.85
78 $3,033.19 $2,279.37 $753.82 $110,793.48
79 $3,033.19 $2,294.57 $738.62 $108,498.91
80 $3,033.19 $2,309.86 $723.33 $106,189.05
81 $3,033.19 $2,325.26 $707.93 $103,863.79
82 $3,033.19 $2,340.76 $692.43 $101,523.03
83 $3,033.19 $2,356.37 $676.82 $99,166.66
84 $3,033.19 $2,372.08 $661.11 $96,794.58
Year 7 $27,450.69 $8,947.59
85 $3,033.19 $2,387.89 $645.30 $94,406.69
86 $3,033.19 $2,403.81 $629.38 $92,002.88
87 $3,033.19 $2,419.84 $613.35 $89,583.04
88 $3,033.19 $2,435.97 $597.22 $87,147.07
89 $3,033.19 $2,452.21 $580.98 $84,694.86
90 $3,033.19 $2,468.56 $564.63 $82,226.30
91 $3,033.19 $2,485.01 $548.18 $79,741.29
92 $3,033.19 $2,501.58 $531.61 $77,239.71
93 $3,033.19 $2,518.26 $514.93 $74,721.45
94 $3,033.19 $2,535.05 $498.14 $72,186.40
95 $3,033.19 $2,551.95 $481.24 $69,634.45
96 $3,033.19 $2,568.96 $464.23 $67,065.49
Year 8 $29,729.09 $6,669.19
97 $3,033.19 $2,586.09 $447.10 $64,479.40
98 $3,033.19 $2,603.33 $429.86 $61,876.07
99 $3,033.19 $2,620.68 $412.51 $59,255.39
100 $3,033.19 $2,638.15 $395.04 $56,617.24
101 $3,033.19 $2,655.74 $377.45 $53,961.50
102 $3,033.19 $2,673.45 $359.74 $51,288.05
103 $3,033.19 $2,691.27 $341.92 $48,596.78
104 $3,033.19 $2,709.21 $323.98 $45,887.57
105 $3,033.19 $2,727.27 $305.92 $43,160.30
106 $3,033.19 $2,745.45 $287.74 $40,414.85
107 $3,033.19 $2,763.76 $269.43 $37,651.09
108 $3,033.19 $2,782.18 $251.01 $34,868.91
Year 9 $32,196.58 $4,201.70
109 $3,033.19 $2,800.73 $232.46 $32,068.18
110 $3,033.19 $2,819.40 $213.79 $29,248.78
111 $3,033.19 $2,838.20 $194.99 $26,410.58
112 $3,033.19 $2,857.12 $176.07 $23,553.46
113 $3,033.19 $2,876.17 $157.02 $20,677.29
114 $3,033.19 $2,895.34 $137.85 $17,781.95
115 $3,033.19 $2,914.64 $118.55 $14,867.31
116 $3,033.19 $2,934.07 $99.12 $11,933.24
117 $3,033.19 $2,953.64 $79.55 $8,979.60
118 $3,033.19 $2,973.33 $59.86 $6,006.27
119 $3,033.19 $2,993.15 $40.04 $3,013.12
120 $3,033.21 $3,013.12 $20.09 $0.00
Year 10 $34,868.91 $1,529.39
Grand Total   $250,000.00 $113,982.82  

If you are considering making extra payments on a loan it is typically best to make them early in the loan term, as debt that is extinguished early is not accumulating interest for the remainder of the loan period.

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How do you calculate principal and interest on a monthly mortgage?

Amortizing loans.
Divide your interest rate by the number of payments you'll make that year. ... .
Multiply that number by your remaining loan balance to find out how much you'll pay in interest that month. ... .
Subtract that interest from your fixed monthly payment to see how much in principal you will pay in the first month..

What is the formula for calculating principal and interest?

The new, rearranged formula would be P = I / (RT), which is principal amount equals interest divided by interest rate times the amount of time.

What is the principal and interest on a mortgage payment?

The principal is the amount you borrowed and have to pay back, and interest is what the. For most borrowers, the total monthly payment you send to your mortgage company includes other things, such as homeowners insurance and taxes that may be held in an escrow account.