# Multiply (35000*(0.07/12))/(1-(1+0.07/12)^(-12*20)) 35000⋅(0.0712)1-(1+0.0712)-12⋅20
Combine 35000 and 0.0712.
35000⋅0.07121-(1+0.0712)-12⋅20
Simplify the denominator.
Divide 0.07 by 12.
35000⋅0.07121-(1+0.00583‾)-12⋅20
35000⋅0.07121-1.00583‾-12⋅20
Multiply -12 by 20.
35000⋅0.07121-1.00583‾-240
Rewrite the expression using the negative exponent rule b-n=1bn.
35000⋅0.07121-11.00583‾240
Raise 1.00583‾ to the power of 240.
35000⋅0.07121-14.03873884
Divide 1 by 4.03873884.
35000⋅0.07121-1⋅0.24760204
Multiply -1 by 0.24760204.
35000⋅0.07121-0.24760204
Subtract 0.24760204 from 1.
35000⋅0.07120.75239795
35000⋅0.07120.75239795
Reduce the expression by cancelling the common factors.
Multiply 35000 by 0.07.
2450120.75239795
Cancel the common factor of 2450 and 12.
Factor 2 out of 2450.
2(1225)120.75239795
Cancel the common factors.
Factor 2 out of 12.
2⋅12252⋅60.75239795
Cancel the common factor.
2⋅12252⋅60.75239795
Rewrite the expression.
122560.75239795
122560.75239795
122560.75239795
122560.75239795
Multiply the numerator by the reciprocal of the denominator.
12256⋅10.75239795
Divide 1 by 0.75239795.
12256⋅1.32908388
Multiply 12256⋅1.32908388.
Combine 12256 and 1.32908388.
1225⋅1.329083886
Multiply 1225 by 1.32908388.
1628.127764796
1628.127764796
Divide 1628.12776479 by 6.
271.35462746
Multiply (35000*(0.07/12))/(1-(1+0.07/12)^(-12*20))

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