Question

The graph of the relation y=mx+35 passes through the point (8,-77). Determine the value of m

Answer 1

The value of m = -14 or the value of Slope = - 14

Explanation:

By the equation,

y = mx + 35 passing through the pts (8, -77) we can determine the value. Comparing the given equation with equation of straight line y=mx+c we can take the points 8,-77 as x and y.

Substituting x and y in the given equation,

-77 = m(8) + 35

Changing the sides,

8m + 35 = -77

8m = -77-35

8m = -112

m = -112/8

m = -14

Answer 2

Answer: m=-14

Step-by-step explanation: it is show down below