Future Value of Annuity Calculator

Calculate Future Value of Annuity







Formula

The formula to calculate Future Value of Annuity (FVA) is:

\[ FVA = \left(\frac{p}{IR \cdot 0.01}\right) \cdot \left((1 + IR \cdot 0.01)^{nPeriods} - 1\right) \]

Where:

Definition

Future Value of Annuity is the value of a group of recurring payments at a specified date in the future; these regularly recurring payments are known as an annuity.

Monthly Payment is the amount a borrower is required to pay each month until a debt is paid off.

Interest Rate is the amount charged, expressed as a percentage of the principal, by a lender to a borrower for the use of assets.

Number of Periods is the periods on an annuity using the present value, periodic payment, and periodic rate.

How to calculate Future Value of Annuity

Let's assume the following values:

Using the formula:

\[ FVA = \left(\frac{28000}{5.5 \cdot 0.01}\right) \cdot \left((1 + 5.5 \cdot 0.01)^2 - 1\right) \]

Evaluating:

\[ FVA = 57540 \]

The Future Value of Annuity is 57540.

Future Value of Annuity Conversion Table

Monthly Payment Interest Rate (%) Number of Periods Future Value of Annuity
27000 5% 1 27,000.00
27000 5% 2 55,350.00
27000 5% 3 85,117.50
27000 5% 4 116,373.38
27000 5% 5 149,192.04
27000 5% 6 183,651.65
27000 5% 7 219,834.23
27000 5% 8 257,825.94
27000 5% 9 297,717.24
27000 5% 10 339,603.10
27000 5% 11 383,583.25
27000 5% 12 429,762.42
27000 5.5% 1 27,000.00
27000 5.5% 2 55,485.00
27000 5.5% 3 85,536.67
27000 5.5% 4 117,241.19
27000 5.5% 5 150,689.46
27000 5.5% 6 185,977.38
27000 5.5% 7 223,206.13
27000 5.5% 8 262,482.47
27000 5.5% 9 303,919.01
27000 5.5% 10 347,634.55
27000 5.5% 11 393,754.45
27000 5.5% 12 442,410.95
27000 6% 1 27,000.00
27000 6% 2 55,620.00
27000 6% 3 85,957.20
27000 6% 4 118,114.63
27000 6% 5 152,201.51
27000 6% 6 188,333.60
27000 6% 7 226,633.62
27000 6% 8 267,231.63
27000 6% 9 310,265.53
27000 6% 10 355,881.46
27000 6% 11 404,234.35
27000 6% 12 455,488.41
28000 5% 1 28,000.00
28000 5% 2 57,400.00
28000 5% 3 88,270.00
28000 5% 4 120,683.50
28000 5% 5 154,717.68
28000 5% 6 190,453.56
28000 5% 7 227,976.24
28000 5% 8 267,375.05
28000 5% 9 308,743.80
28000 5% 10 352,180.99
28000 5% 11 397,790.04
28000 5% 12 445,679.54
28000 5.5% 1 28,000.00
28000 5.5% 2 57,540.00
28000 5.5% 3 88,704.70
28000 5.5% 4 121,583.46
28000 5.5% 5 156,270.55
28000 5.5% 6 192,865.43
28000 5.5% 7 231,473.03
28000 5.5% 8 272,204.04
28000 5.5% 9 315,175.27
28000 5.5% 10 360,509.91
28000 5.5% 11 408,337.95
28000 5.5% 12 458,796.54
28000 6% 1 28,000.00
28000 6% 2 57,680.00
28000 6% 3 89,140.80
28000 6% 4 122,489.25
28000 6% 5 157,838.60
28000 6% 6 195,308.92
28000 6% 7 235,027.45
28000 6% 8 277,129.10
28000 6% 9 321,756.85
28000 6% 10 369,062.26
28000 6% 11 419,205.99
28000 6% 12 472,358.35
29000 5% 1 29,000.00
29000 5% 2 59,450.00
29000 5% 3 91,422.50
29000 5% 4 124,993.63
29000 5% 5 160,243.31
29000 5% 6 197,255.47
29000 5% 7 236,118.25
29000 5% 8 276,924.16
29000 5% 9 319,770.37
29000 5% 10 364,758.88
29000 5% 11 411,996.83
29000 5% 12 461,596.67
29000 5.5% 1 29,000.00
29000 5.5% 2 59,595.00
29000 5.5% 3 91,872.72
29000 5.5% 4 125,925.72
29000 5.5% 5 161,851.64
29000 5.5% 6 199,753.48
29000 5.5% 7 239,739.92
29000 5.5% 8 281,925.62
29000 5.5% 9 326,431.53
29000 5.5% 10 373,385.26
29000 5.5% 11 422,921.45
29000 5.5% 12 475,182.13
29000 6% 1 29,000.00
29000 6% 2 59,740.00
29000 6% 3 92,324.40
29000 6% 4 126,863.86
29000 6% 5 163,475.70
29000 6% 6 202,284.24
29000 6% 7 243,421.29
29000 6% 8 287,026.57
29000 6% 9 333,248.16
29000 6% 10 382,243.05
29000 6% 11 434,177.64
29000 6% 12 489,228.29