Question

Solve log3(x+1)=log6(5-x) by graphing. what equations should be graphed​

Answer 1

Answer: a and d

Explanation:

I got it right on edge

Answer 2

x=1.25

Explanation:

We want to solve
`\log_3(x+1)=\log_6(5-x)` by graphing.

We let
`y=\log_3(x+1)` and also

`y=\log_6(5-x)`.

We graph both equations to obtain the graph shown in the attachment.

The two graphs intersect at (1.25,0.74)

Therefore the solution to
`\log_3(x+1)=\log_6(5-x)` is the x-coordinate of the point of intersection of the two graphs which is x=1.25.