Kelas XII
Sukino Kelas XII
Kunci Jawaban Matematika Kelas XII Peminatan
Bab 2 Turunan Fungsi Trigonometri
RUKO 2
Bag A
24. Jika R(x) = x cos x, maka R ' (x + π/2) = ...
a. - sin x - x cos x + π/2 cos x
b. - sin x + x cos x - π/2 cos x
c. - sin x - x cos x - π/2 cos x
d. - sin x + x cos x + π/2 cos x
e. - x sin x - cos x + π/2 cos x
Jawaban : C
R(x) = x cos x
u = x
u ' = 1
v = cos x
v ' = - sin x
R(x) = u . v
R ' (x) = u' . v + v' . u
R ' (x) = 1. cos x + (- sin x) . x
R ' (x) = cos x - x sin x
R ' (x + π/2) = cos (x + π/2) - (x + π/2) sin (x + π/2)
sifat :
cos (x + π/2) = - sin (x)
sin (x + π/2) = cos (x)
R ' (x + π/2) = cos (x + π/2) - (x + π/2) sin (x + π/2)
R ' (x + π/2) = - sin x - (x + π/2) cos x
R ' (x + π/2) = - sin x - x cos x - π/2 cos x
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