Solve 545*(1-109^5)/1-109

$$\frac{ 545 \times (1- { 109 }^{ 5 } ) }{ 1-109 }$$

Evaluate

$$77643523645$$

Solution Steps

Calculate 109 to the power of 5 and get 15386239549.

$$\frac{545\left(1-15386239549\right)}{1-109}$$

Subtract 15386239549 from 1 to get -15386239548.

$$\frac{545\left(-15386239548\right)}{1-109}$$

Multiply 545 and -15386239548 to get -8385500553660.

$$\frac{-8385500553660}{1-109}$$

Subtract 109 from 1 to get -108.

$$\frac{-8385500553660}{-108}$$

Divide -8385500553660 by -108 to get 77643523645.

$$77643523645$$

Factor

$$5\times 31\times 109\times 191\times 24061$$