Suppose(8,6) is a point on the graph of y=g(x).
(c) What point is on the graph of y=g(4x+4)
I factor it out to y=4g(x+1) and it is a verticle stretch 4 and left 1 but what do you do with a verticle stretch do you divide the x?
To find the point on the graph of y = g(4x+4), you need to substitute the x-coordinate of the given point (8,6) into the equation.
First, let's rewrite the equation y = g(4x+4) as y = 4g(x+1), considering the factor of 4 outside the function.
Now, substitute x = 8 into the equation:
y = 4g(8+1) (substituting x = 8)
y = 4g(9)
Since we don't have any information about the specific function g(x), we can't determine the exact value of g(9). However, if the function g(x) is given or known, you can substitute x = 9 into that function to find g(9).
Once you find the value of g(9), you can determine the point on the graph of y = g(4x+4) that corresponds to the x-coordinate x = 8.