Question

early says that m ×(-1) is always equal to m ÷(-1) for all rational values of m. is he correct

Answer 1

Answer:

The equation are true.

Step-by-step explanation:

Given

$m * (-1) = m / (-1)$

Required

True or false?

We solve this question from right to left:

$m * (-1) = m / (-1)$

Express / as *

$m * (-1) = m * 1/(-1)$

$m * (-1) = m * (-1)$

The expression on both sides of the equation are true.