Solve 257+14(37-12+43div7)=

$$257 + 14 ( 37 - 12 + 43 \div 7 ) =$$

Evaluate

$$693$$

Solution Steps

Subtract 12 from 37 to get 25.

$$257+14\left(25+\frac{43}{7}\right)$$

Convert 25 to fraction \frac{175}{7}.

$$257+14\left(\frac{175}{7}+\frac{43}{7}\right)$$

Since \frac{175}{7} and \frac{43}{7} have the same denominator, add them by adding their numerators.

$$257+14\times \frac{175+43}{7}$$

Add 175 and 43 to get 218.

$$257+14\times \frac{218}{7}$$

Express 14\times \frac{218}{7} as a single fraction.

$$257+\frac{14\times 218}{7}$$

Multiply 14 and 218 to get 3052.

$$257+\frac{3052}{7}$$

Divide 3052 by 7 to get 436.

$$257+436$$

Add 257 and 436 to get 693.

$$693$$

Factor

$$3^{2}\times 7\times 11$$