Home Library Explore SAT

Home Library Explore SAT

Product Rule - Derivatives Flashcards | StudBud

Explore/Product Rule - Derivatives

Differentiate. f(x)= (-3+x-3)(-4x3+3)

(−2x2 + 5x + 4)(−3x + 2)

Product Rule - Derivatives

6 terms·StudBud Administration·16 plays

Product Rule of derivatives #calculus #product #rule #derivative

Flashcards6 cardsFPractice quizPHost liveL

Questions 6

Answers

1
(−2x² + 5x + 4)(−3x + 2)
18x2-38x-2
36x5 − 75x3 − 4x
36x5 − 73x3 − 4x
36x5 − 72x3 − 4x
2
Differentiate. f(x)= (-3+x^-3)(-4x³+3)
36x2-(9)/(x4)
36x2-(9)/(x2)
36x2-(9)/(x)
36x2-(9)/(x3)
3
Differentiate: g(x)=x²(-3x²-2)
g'(x)=12x3-5x
g'(x)=12x3-4x
g'(x)=-12x3+4x
g'(x)=-12x3-4x
4
Differentiate f(x)=-x³(3x⁴-2)
f'(x)= -21x6-6x2
f'(x)= 21x6+6x2
f'(x)= -21x5+6x2
f'(x)= -21x6+6x2
5
Differentiate. y=(-2x²-3)(-2x²+1)
dy/dx= 24x5+12x
dy/dx=16x3+8x
dy/dx= 24x5-8x3-x
dy/dx= 24x5-12x
6
Differentiate. (5x⁵+5)(-2x⁵-3)
-100x8-125x4
-100x7-125x4
-100x3-125x2
-100x9-125x4