148. Tentukan (β β π)(β4) dengan π(π₯) = β(π₯^2 + 9) dan β(π₯) = π₯^2 β 2π₯ + 5 !
a. 15
b. 20
c. 19
d. 12
e. 10
Jawaban :
π(π₯) = β(π₯^2 + 9)
β(π₯) = π₯^2 β 2π₯ + 5
g ( - 4) = β(4^2 + 9)
g (- 4) = β(16 + 9)
g (- 4)= β25
g (- 4) = 5
(β β π)(β4)
= h (g ( - 4)
= h (5)
= (5)^2 - 2 (5) + 5
= 25 - 10 + 5
= 20
(β β π)(β4) = 20
Jawaban : B
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