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Which Derivative Rule to use? Flashcards | StudBud
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Which Derivative Rule to use?
y = csc(∛x)
y = √(x)
Which Derivative Rule to use?
24 terms
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#chainrule #quotientrule #productrule #powerrule #calculus #derivatives
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Questions
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Answers
1
y = √(x)
Root
You just gotta know this one
Power
Chain
2
y = csc(∛x)
Chain, Chain
Product
Chain
Product, Chain
3
y = sin
2
(cosx)
Product, Chain
Chain, power
Chain, Chain
Quotient, Chain
4
(sinx cos x)
7
Chain, Product
Quotient, Chain
Chain, Chain
Product, chain
5
(sinx / cos x)
7
chain & quotient
Chain
Chain & Chain
Product & Chain
6
sin
7
x (cosx)
Chai, Chain
Quotient, Chain
Chain
Product, Chain
7
y = [(9xsinx) / (5x
5
)]
13
Chain, Quotient, & Product
Quotient, Chain
Quotient
Product, Quotient
8
y = (cosx) sin(3x
5
)
Product, Chain, power
Quotient, Chain, power
Chain, power
Chain, Chain, power
9
y = sin
2
(3x
5
)
Chain, power
Product, Chain, power
Quotient, Chain, power
Chain, Chain, power
10
y=(3x
5
)(sinx)
Quotient, power
Power, power
Chain, power
Product, power
11
y=3x
5
Power
Quotient
Product
Chain
12
careful on this one! y = 5 / x
5
Chain
Power
Quotient
Product
13
y = 5x cosx
Product
Chain, Chain
Quotient, Chain
Product, Chain
14
sin
7
(tan x)
Chain, Chain
Quotient, Chain
Chain, power
Product, Chain
15
y = [3x*sinx] / 5x
5
Quotient, Product
Quotient
Quotient, Chain
Chain, Chain
16
y=(3x
5
) / (sinx)
Quotient
Chain
Product
Power
17
y = sin (sec x)
Product, Chain
Product
Quotient, Chain
Chain
18
y = tan
2
(sin 3x
8
)
Chain
power rule
Chain, Chain, Chain, power
Chain, Chain, power
19
y = 3*5/4
Product
Quotient
Power
none of these
20
y = (sin
2
x)(cosx)
Chain, Chain
Quotient , Chain
Product, chain
Product, Chain
21
y = [tan(3x) sin(x)]
8
careful!
Chain, Chain
Chain, Product, Chain
Product Rule
Chain, Chain, Chain
22
y = (12x) sin(3x
5
)
Chain, chain, power
Product, Chain, Power
Chain, power
Quotient, Chain, power
23
y = (12x) / sin(3x
5
)
Chain, Chain, power
Product, power, chain
Chain, power
Quotient, Chain, power
24
y = sin(3x
5
)
Product Chain
Chain power
Power Chain
Quotient Power