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If y = ( sin 4x + 2 pie /3 )
then the value of dy/ dx is
(1) cos 4x + 2 pie/ 3
(2) 4 cos 4x + 2 pie / 3
(3) -cos 4x + 2 pie / 3
(4) - 4cos 4x + 2 pie / 3
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Explanation:
y = (sin4x + 2π/3)
dy/dx = (cos4x.4 + 0 )
= 4cos4x
(1) cos4x + 2π/3
dy/dx = 4cos4x
(2) 4cos4x + 2π/3
dy/dx = -16sin4x
(3) -cos4x +2π/3
dy/dx = 4sin4x
(4) -4cos4x +2π/3
dy/dx = 16sin4x
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