Solve [19*17-7*13]:2^3-(14*19+7*19)=

$$[ 19 \cdot 17 - 7 \cdot 13 ] : 2 ^ { 3 } - ( 14 \cdot 19 + 7 \cdot 19 ) =$$

Evaluate

$$-370$$

Solution Steps

Multiply 19 and 17 to get 323.

$$\frac{323-7\times 13}{2^{3}}-\left(14\times 19+7\times 19\right)$$

Multiply 7 and 13 to get 91.

$$\frac{323-91}{2^{3}}-\left(14\times 19+7\times 19\right)$$

Subtract 91 from 323 to get 232.

$$\frac{232}{2^{3}}-\left(14\times 19+7\times 19\right)$$

Calculate 2 to the power of 3 and get 8.

$$\frac{232}{8}-\left(14\times 19+7\times 19\right)$$

Divide 232 by 8 to get 29.

$$29-\left(14\times 19+7\times 19\right)$$

Multiply 14 and 19 to get 266. Multiply 7 and 19 to get 133.

$$29-\left(266+133\right)$$

Add 266 and 133 to get 399.

$$29-399$$

Subtract 399 from 29 to get -370.

$$-370$$

Factor

$$-370$$