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maka x = p + 6
fog(x) = x² - 2x + 3
f(g(x)) = x² - 2x + 3
f(x - 6)= x² - 2x + 3
f(p) = (p + 6)² - 2(p + 6) + 3
f(p) = p² + 12p + 36 -2p - 12 + 3
f(p) = p² +10p + 27
f(x) = x² +10x + 27
g(x)= x-6
f(x)= ...?
(f o g)(x)= x²-2x+3
f (g(x)) = x²-2x+3
f (x-6) = x²-2x+3
⇒misal, x-6= p, maka x= p-6
f(p) = p² - 2p + 3
f(p) = (p+6)² - 2(p+6) + 3
f(p) = p²+12p+36 - 2p-12 +3
f(p) = p² + 10p + 27
⇒jadi f(x)= x²+10x+27 (B)