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Duplicate of Calculus Review Derivative through limits Flashcards | StudBud
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Duplicate of Calculus Review Derivative through limits
Duplicate of Calculus Review Derivative through limits
15 terms
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StudBud Administration
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22 plays
Reviewing Calculus concepts looking at limit concepts and Derivatives.
Flashcards
15 cards
F
Practice quiz
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Host live
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Questions
15
Answers
1
You may use a calculator
21
20.938
21.125
18.875
2
No Calculator
The graph is concave up (for all values of x)
The graph is concave up for -1<x<1 and concave down for x<-1
The graph is concave down (for all values x)
The graph is concave up for x>1 and concave down for -1<x<1
3
You may not use your calculator.
6te3t^2 - e(-1/t)
et^3 + e(-1/t)
et^3 + e(-1/t)/t2
6te3t^2 - e(-1/t)/(t2)
4
You may use your Calculator on this problem.
f has no inflection points
x = -1, 0, 1
x = -2, -1, 2
x = -2, 2
5
No Calculator. (Use the letters in the problem
D
C
A
B
6
You cannot use a calculator.
52x/3x +2ln(3x)52x
52x/3x - 2xln(3x)52x
52x/x +2ln(5)ln(3x)52x
52x/x - ln(5)ln(3x)52x
7
No Calculator
t = 0 to t = 10 minutes
t = 25 to t = 35 minutes
t = 30 to t = 40 minutes
t = 15 to t = 25 minutes
8
You may use a calculator
21
20.938
21.125
18.875
9
No Calculator
313.6
308.6
300.0
297.2
10
No Calculator
b, c, f
a, b, d, e
a, b, e
a, d
11
No Calculator
120sin(6x)cos(6x)
0
5cos2(6x) - 5sin2(6x)
30cos2(6x) - 30sin2(6x)
12
No Calculator
2
0
4
1
13
You may use your calculator on this.
0.010 inches per second
-2.000 inches per second
3.000 inches per second
1.667 inches per second
14
You may use a Calculator on this question.
256
235
206
210
15
No Calculator
5sec(x) + 5xsec(x)tan(x) + 3x2cos(x) - x3sin(x)
5sec(x)tan(x) - 3x2sin(x)
5sec(x)tan(x) + 3x2cos(x) + 17π
5sec2(x) - x3sin(x)
