Solve 17left(17+1right)left(17*2+1right)/+left(1+17right)17/2

$$\frac{ 17 \left( 17+1 \right) \left( 17 \cdot 2+1 \right) }{ } + \frac{ \left( 1+17 \right) 17 }{ 2 }$$

Evaluate

$$10863$$

Solution Steps

Add 17 and 1 to get 18.

$$\frac{17\times 18\left(17\times 2+1\right)}{1}+\frac{\left(1+17\right)\times 17}{2}$$

Multiply 17 and 18 to get 306.

$$\frac{306\left(17\times 2+1\right)}{1}+\frac{\left(1+17\right)\times 17}{2}$$

Multiply 17 and 2 to get 34.

$$\frac{306\left(34+1\right)}{1}+\frac{\left(1+17\right)\times 17}{2}$$

Add 34 and 1 to get 35.

$$\frac{306\times 35}{1}+\frac{\left(1+17\right)\times 17}{2}$$

Multiply 306 and 35 to get 10710.

$$\frac{10710}{1}+\frac{\left(1+17\right)\times 17}{2}$$

Anything divided by one gives itself.

$$10710+\frac{\left(1+17\right)\times 17}{2}$$

Add 1 and 17 to get 18.

$$10710+\frac{18\times 17}{2}$$

Multiply 18 and 17 to get 306.

$$10710+\frac{306}{2}$$

Divide 306 by 2 to get 153.

$$10710+153$$

Add 10710 and 153 to get 10863.

$$10863$$

Factor

$$3^{2}\times 17\times 71$$