Solve 2-1090/2025 ~ m-591/2025

Evaluate

(2 - \frac{1090}{2025}) \times \times (m - \frac{591}{2025})

Cancel out the common factor 5

(2 - \frac{218}{405}) \times \times (m - \frac{591}{2025})

Cancel out the common factor 3

(2 - \frac{218}{405}) \times \times (m - \frac{197}{675})

Subtract the numbers

More Steps

\frac{592}{405} \times \times (m - \frac{197}{675})

Apply the distributive property

\frac{592}{405} \times \times m - \frac{592}{405} \times \times \frac{197}{675}

Solution

More Steps

\frac{592}{405} \times \times m - \frac{116624}{273375} \times

Simplify the expression