Question

How do you find the linear function, f(x)=mx+b, whose graph has the given slope is -17/13 and y intercept is (0,-4)?

Answer 1

Linear function is `f(x)=-17/13x-4`

Explanation:

In the linear function `f(x)=mx+b`, we have `m` as slope and `b` as `y`-intercept. As slope is `-17/13` and at `x=0`, `f(x)=-4`, we have `b=-4`

Hence, linear function is `f(x)=-17/13x-4`.