What is (607-388)\times 8-92514\div 102 ?

The solution to (607-388)\times 8-92514\div 102 is 845

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(607-388)\times 8-92514\div 102

(607 - 388) \times 8 - 92514 \div 102

845

Solution steps

(607 - 388) \times 8 - 92514 \div 102

Follow the PEMDAS order of operations

Calculate within parentheses

(607 - 388) : 219

607 - 388

607 - 388 = 219

= 219

= 219 \times 8 - 92514 \div 102

Multiply and divide (left to right)

219 \times 8 : 1752

219 \times 8

219 \times 8 = 1752

= 1752

= 1752 - 92514 \div 102

Multiply and divide (left to right)

92514 \div 102 : 907

92514 \div 102

92514 \div 102 = 907

= 907

= 1752 - 907

Add and subtract (left to right)

1752 - 907 : 845

1752 - 907

1752 - 907 = 845

= 845

= 845

100 \div 5 + 25 \times 3

1 6^{5} + 2^{15}

2 (- 3) + 7 (\frac{1}{7})

- 2 \cdot 1 + 2

(+ 11) + (- 10) + (+ 4) + (+ 5)

What is (607-388)\times 8-92514\div 102 ?
The solution to (607-388)\times 8-92514\div 102 is 845