Cari dulu turunannya :
yg a)
y = cos (x + π/6), brarti :
y' = -sin (x - π/6)
fungsi turun klo f'(x) < 0
-sin (x + π/6) < 0
sin (x + π/6) < 0
Jadi :
sin (x + π/6) = 0
sin (x + 30°) = sin 0°
x + 30° = 0° + k.360°
x = -30° + k.360°
k = 0, x = -30°
k = 1, x = 330°
k = 2, x = 690°
Atau :
x + 30° = (180°-0°)+k.360°
x + 30° = 180 + k.360°
x = 150° + k.360°
k = 0, x = 150°
k = 1, x = 510°
Jadi intervalnya :
0 < x+30° < 360°
0-30 < x+30-30< 360-30
-30° < x < 330°
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Cari dulu turunannya :
yg a)
y = cos (x + π/6), brarti :
y' = -sin (x - π/6)
fungsi turun klo f'(x) < 0
-sin (x + π/6) < 0
sin (x + π/6) < 0
Jadi :
sin (x + π/6) = 0
sin (x + 30°) = sin 0°
x + 30° = 0° + k.360°
x = -30° + k.360°
k = 0, x = -30°
k = 1, x = 330°
k = 2, x = 690°
Atau :
x + 30° = (180°-0°)+k.360°
x + 30° = 180 + k.360°
x = 150° + k.360°
k = 0, x = 150°
k = 1, x = 510°
Jadi intervalnya :
0 < x+30° < 360°
0-30 < x+30-30< 360-30
-30° < x < 330°