Calculus - Which Derivative Rule to use?

27 termsStudBud Administration352 plays

Differentiate between which derivative rules should be used for a given problem!

Flashcards27 cardsFPractice quizPHost liveL

Questions 27

Answers

1
y = sin(3x⁵)
Quotient
Chain
Product
Power
2
y = e^{sin x}
Quotient & Chain
Product & Chain
Chain & Chain
Chain
3
y = 10x*e^{sin x}
Product & Chain
Quotient & Chain
Chain
Chain & Chain
4
y = (cosx) sin(3x⁵)
Quotient & Chain
Chain & Chain
Chain
Product & Chain
5
y = [tan(3x) sin(x)]⁸ careful!
Chain & Product & Chain
Chain & Chain & Chain
Product Rule
Chain & Chain
6
y=(3x⁵)(sinx)
Power
Quotient
Product
Chain
7
y = 5x cosx
Product
Chain & Chain
Quotient & Chain
Product & Chain
8
y = [(9xsinx) / (5x⁵)]¹³
Quotient & Chain
Quotient
Product & Quotient
Product, Quotient, & Chain
9
careful on this one! y = 5 / x⁵
Product Rule
Power Rule
Chain Rule
Quotient Rule
10
y = (12x) sin(3x⁵)
Product & Chain
Chain
Quotient & Chain
Chain & Chain
11
y = (sin²x)(cosx)
Chain & Chain
Quotient & Chain
Product & Chain
Product
12
y = sin²(3x⁵)
Quotient & Chain
Chain & Chain
Product & Chain
Chain
13
y = log (tan x)
Chain
Product & Chain
Chain & Chain
Quotient & Chain
14
y = tan²(sin 3x⁸)
power rule
Chain
Chain & Chain
Chain & Chain & Chain
15
y = (12x) / sin(3x⁵)
Chain & Chain
Quotient & Chain
Product & Chain
Chain
16
y=(3x⁵) / (sinx)
Power
Quotient
Chain
Product
17
sin⁷x (cosx)
Chain & Chain
Chain
Quotient & Chain
Product & Chain
18
y = sin²(cosx)
Product & Chain
Chain & Chain
Quotient & Chain
Chain
19
y = 3*5/4
Quotient
Product
Power
none of these
20
y=3x⁵
Product
Quotient
Chain
Power
21
sin⁷(tan x)
Product & Chain
Chain
Quotient & Chain
Chain & Chain
22
y = sin (sec x)
Quotient & Chain
Chain
Product & Chain
Product
23
y = √(x)
Root Rule
You just gotta know this one
Power Rule
Chain Rule
24
y = [3x*sinx] / 5x⁵
Quotient & Chain
Quotient
Product & Quotient
Chain & Chain
25
(sinx / cos x)⁷
Chain & Chain
Product & Chain
Chain
Quotient & Chain
26
(sinx cos x)⁷
Chain
Quotient & Chain
Chain & Chain
Product & Chain
27
y = csc(∛x)
Product
Chain
Chain & Chain
Product & Chain

Calculus - Which Derivative Rule to use? Flashcards | StudBud

Calculus - Which Derivative Rule to use?

27 termsStudBud Administration352 plays

Differentiate between which derivative rules should be used for a given problem!

Flashcards27 cardsFPractice quizPHost liveL

Questions 27

Answers

1
y = sin(3x⁵)
Quotient
Chain
Product
Power
2
y = e^{sin x}
Quotient & Chain
Product & Chain
Chain & Chain
Chain
3
y = 10x*e^{sin x}
Product & Chain
Quotient & Chain
Chain
Chain & Chain
4
y = (cosx) sin(3x⁵)
Quotient & Chain
Chain & Chain
Chain
Product & Chain
5
y = [tan(3x) sin(x)]⁸ careful!
Chain & Product & Chain
Chain & Chain & Chain
Product Rule
Chain & Chain
6
y=(3x⁵)(sinx)
Power
Quotient
Product
Chain
7
y = 5x cosx
Product
Chain & Chain
Quotient & Chain
Product & Chain
8
y = [(9xsinx) / (5x⁵)]¹³
Quotient & Chain
Quotient
Product & Quotient
Product, Quotient, & Chain
9
careful on this one! y = 5 / x⁵
Product Rule
Power Rule
Chain Rule
Quotient Rule
10
y = (12x) sin(3x⁵)
Product & Chain
Chain
Quotient & Chain
Chain & Chain
11
y = (sin²x)(cosx)
Chain & Chain
Quotient & Chain
Product & Chain
Product
12
y = sin²(3x⁵)
Quotient & Chain
Chain & Chain
Product & Chain
Chain
13
y = log (tan x)
Chain
Product & Chain
Chain & Chain
Quotient & Chain
14
y = tan²(sin 3x⁸)
power rule
Chain
Chain & Chain
Chain & Chain & Chain
15
y = (12x) / sin(3x⁵)
Chain & Chain
Quotient & Chain
Product & Chain
Chain
16
y=(3x⁵) / (sinx)
Power
Quotient
Chain
Product
17
sin⁷x (cosx)
Chain & Chain
Chain
Quotient & Chain
Product & Chain
18
y = sin²(cosx)
Product & Chain
Chain & Chain
Quotient & Chain
Chain
19
y = 3*5/4
Quotient
Product
Power
none of these
20
y=3x⁵
Product
Quotient
Chain
Power
21
sin⁷(tan x)
Product & Chain
Chain
Quotient & Chain
Chain & Chain
22
y = sin (sec x)
Quotient & Chain
Chain
Product & Chain
Product
23
y = √(x)
Root Rule
You just gotta know this one
Power Rule
Chain Rule
24
y = [3x*sinx] / 5x⁵
Quotient & Chain
Quotient
Product & Quotient
Chain & Chain
25
(sinx / cos x)⁷
Chain & Chain
Product & Chain
Chain
Quotient & Chain
26
(sinx cos x)⁷
Chain
Quotient & Chain
Chain & Chain
Product & Chain
27
y = csc(∛x)
Product
Chain
Chain & Chain
Product & Chain