✰Answer:
Therefore, when x=9, the value of m(n(x)) is 4.
✰Step-by-step explanation:
The given functions are m(x) = 2x-2 and n(x) = x/3. To find the value of m(n(x)) when x=9, we need to substitute x=9 into the function n(x) and then substitute the resulting value into the function m(x).
First, let's substitute x=9 into n(x):
n(x) = x/3
n(9) = 9/3
n(9) = 3
Now, we have the value of n(9) as 3.
Next, let's substitute n(9) into m(x):
m(x) = 2x-2
m(n(9)) = 2(3)-2
m(n(9)) = 6-2
m(n(9)) = 4
Therefore, when x=9, the value of m(n(x)) is 4.
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