Evaluate 100000/((1-(1/(1+0.12))^20)/0.12)*(1-(1/1.12)^18)

Math
1000001-(11+0.12)200.12⋅(1-(11.12)18)
Add 1 and 0.12.
1000001-(11.12)200.12⋅(1-(11.12)18)
Simplify the numerator.
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Divide 1 by 1.12.
1000001-0.89285714200.12⋅(1-(11.12)18)
Raise 0.89285714 to the power of 20.
1000001-1⋅0.103666760.12⋅(1-(11.12)18)
Multiply -1 by 0.10366676.
1000001-0.103666760.12⋅(1-(11.12)18)
Subtract 0.10366676 from 1.
1000000.896333230.12⋅(1-(11.12)18)
1000000.896333230.12⋅(1-(11.12)18)
Simplify terms.
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Divide 0.89633323 by 0.12.
1000007.46944362⋅(1-(11.12)18)
Divide 100000 by 7.46944362.
13387.87800396⋅(1-(11.12)18)
Simplify each term.
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Divide 1 by 1.12.
13387.87800396⋅(1-0.8928571418)
Raise 0.89285714 to the power of 18.
13387.87800396⋅(1-1⋅0.13003959)
Multiply -1 by 0.13003959.
13387.87800396⋅(1-0.13003959)
13387.87800396⋅(1-0.13003959)
Simplify the expression.
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Subtract 0.13003959 from 1.
13387.87800396⋅0.8699604
Multiply 13387.87800396 by 0.8699604.
11646.92383579
11646.92383579
11646.92383579
Evaluate 100000/((1-(1/(1+0.12))^20)/0.12)*(1-(1/1.12)^18)

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