What is (3072\div 5)-(512\div 12) ?

The solution to (3072\div 5)-(512\div 12) is 571 11/15

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(3072\div 5)-(512\div 12)

(3072 \div 5) - (512 \div 12)

571 \frac{11}{15}

Solution steps

(3072 \div 5) - (512 \div 12)

Follow the PEMDAS order of operations

Calculate within parentheses

(3072 \div 5) : \frac{3072}{5}

= \frac{3072}{5} - (512 \div 12)

Calculate within parentheses

(512 \div 12) : \frac{512}{12}

= \frac{3072}{5} - \frac{512}{12}

Add and subtract (left to right)

\frac{3072}{5} - \frac{512}{12} : \frac{8576}{15}

= \frac{8576}{15}

Convert improper fractions to mixed numbers:

\frac{8576}{15} = 571 \frac{11}{15}

= 571 \frac{11}{15}

[3 + [3 (4 - 5) - 2 \cdot 2] - 6] - [2 (2 - 5) + 1]

9 + 3 (2^{2} - 1) \div 3 \times 5 - 14

4 \times (\times (- 3)) + 5 (3)

(30 - 3) \times (2 \div 9) + 8

6 \times 5 + (70 - 18)

What is (3072\div 5)-(512\div 12) ?
The solution to (3072\div 5)-(512\div 12) is 571 11/15