Solve 72^2div9*74+3-24^2+18*14div2

$$72 ^ { 2 } \div 9 \times 74 + 3 - 24 ^ { 2 } + 18 \times 14 \div 2$$

Evaluate

$$42177$$

Solution Steps

Calculate 72 to the power of 2 and get 5184.

$$\frac{5184}{9}\times 74+3-24^{2}+\frac{18\times 14}{2}$$

Divide 5184 by 9 to get 576.

$$576\times 74+3-24^{2}+\frac{18\times 14}{2}$$

Multiply 576 and 74 to get 42624.

$$42624+3-24^{2}+\frac{18\times 14}{2}$$

Add 42624 and 3 to get 42627.

$$42627-24^{2}+\frac{18\times 14}{2}$$

Calculate 24 to the power of 2 and get 576.

$$42627-576+\frac{18\times 14}{2}$$

Subtract 576 from 42627 to get 42051.

$$42051+\frac{18\times 14}{2}$$

Multiply 18 and 14 to get 252.

$$42051+\frac{252}{2}$$

Divide 252 by 2 to get 126.

$$42051+126$$

Add 42051 and 126 to get 42177.

$$42177$$

Factor

$$3\times 17\times 827$$