heyyyy friends
Tell me differentiation of 2x sinx
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Answered by
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2x cosx + 2sinx is the answer
Answered by
1
HEY MISS ...
HERE'S THE ANSWER.
_______________________
▶️ We'll be using product rule in this i.e
=> ( u . v )' = u' . v + v' . u
⏺️Here , x is like u and sin x is v
⏺️ Now differentiating both sides w.r.t. x
=> 2 [ ( x )' . sin x + ( sin x )' x ]
=. 2 [ 1 . sin x + cos x . x ] // ( sin x )' = cos x
=> 2 sin x + 2 x cos x
▶️ If u have any doubt in calculus ..just ping me..
HOPE HELPED..
GOOD NIGHT..
:-)
HERE'S THE ANSWER.
_______________________
▶️ We'll be using product rule in this i.e
=> ( u . v )' = u' . v + v' . u
⏺️Here , x is like u and sin x is v
⏺️ Now differentiating both sides w.r.t. x
=> 2 [ ( x )' . sin x + ( sin x )' x ]
=. 2 [ 1 . sin x + cos x . x ] // ( sin x )' = cos x
=> 2 sin x + 2 x cos x
▶️ If u have any doubt in calculus ..just ping me..
HOPE HELPED..
GOOD NIGHT..
:-)
payal138:
Gn
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