Solve 2-4207/2016 ~ m-3280/2016

Evaluate

(2 - \frac{4207}{2016}) \times \times (m - \frac{3280}{2016})

Cancel out the common factor 7

(2 - \frac{601}{288}) \times \times (m - \frac{3280}{2016})

Cancel out the common factor 16

(2 - \frac{601}{288}) \times \times (m - \frac{205}{126})

Subtract the numbers

More Steps

- \frac{25}{288} \times \times (m - \frac{205}{126})

Apply the distributive property

- \frac{25}{288} \times \times m - (- \frac{25}{288} \times \times \frac{205}{126})

Multiply the numbers

More Steps

- \frac{25}{288} \times \times m - (- \frac{5125}{36288} \times)

Solution

- \frac{25}{288} \times \times m + \frac{5125}{36288} \times

Simplify the expression