if (f(x))^2×f(1-x/1+x) = 64y, x is not equals to zero then if f(x) = (g(1))^1/3 then g(1/2) =
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If (f(x))2f(1-x1+x)=64x;x≠0 then f(x )= ..... Examples :- If x,y∈{1;2;3;4} ;
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You are told that f(1)=-2. Substitute -2 for x in f(x) in each of the g(x) functions.
The x value is always 1.
a) g(1)=2f(1)+3 = 2(-2)+3 = -4+3 = -1
Point is (1, -1)
b) g(1)=f(-2+1)-3 = f(-1)-3
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