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Mr. French, Techniques of Differentiation, 5th, Jonathan C. Flashcards | StudBud

Explore/Mr. French, Techniques of Differentiation, 5th, Jonathan C.

Mr. French, Techniques of Differentiation, 5th, Jonathan C.

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#math #calculus #derivatives #MrFrench #Cedric #French #CedricFrench #differentiation #powerrule #quotientrule

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Questions 10

Answers

1
Solve d²/dx²((2x²)(x³+1))
40x3+4
-40x3+4
5x5+2x2
10x4+4x
2
Solve d/dx ((3x³+5)(2x))
27x+10x
2(12x3+5)
18x2
24x3+10
3
Which is NOT a technique of differentiation?
Product Rule
Constant Multiple Rule
Power Rule
Perfect Square Rule
4
Which equation does this graph represent?
d/dx (sin(x))
d/dx (-csc(x)cot(x))
d/dx (cos(x))
tan(x)-1
5
Solve d/dx (x²+3x/2x)
4x2+7x/4x3
1/4x2+6x
2x3+6x2
1/2
6
Solve d/dx (1/x^(3/4))
(4/3)x(3/4)
(-3/4)x(-7/4)
ln|x(1/2)|
(1/4)x(5/4)
7
Solve d/dx (x¹²+20x)
12x11
12x11 + 20
1/13(x13)+10x2
x12+120
8
Given y = 2³/π, what rule makes dy/dx = 0?
Sum or Difference Rule
Constant Multiple Rule
Constant Rule
Single Variable Rule
9
Solve d/dx (x⁴+(7/2)x³+14x²+6x+182093)
4x3+(21/2)x2+28x+6
4x3+(21/6)x3+28x+6
4x3+(7/3)x2+28x+6
4x3+7.5x2+144x+8
10
Solve d/dx (x-4/x²+4)
-x2+8x+4/(x2+4)2
x3-4x2+4x-16/(x2+4)2
x3-4x2+4x-16
x2+8x+4/(x+4)3