=(x-7)/4
So,
y = 4x+7
4x = y-7
x = (y-7) /4
=> f`¹(x) = (x-7) /4 (a)
=> x - 7 = 4y (e)
=> (x-7) /4 = y (f)
=> x = 4y +7 (g)
Consider the following function. f(x) = 4x + 7
Place the steps for finding F(X) in the correct order. 1 – 4 y=4x+7 4 =Y I X=4y+7 $1(x) =
* = 4 - y - 7 = 42 X-7=4y 1
* = 4y + 7 y=(x-7)/4 - 7
= 4y y = 4x + 7 f^-1(x)
=(x-7)/4
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