Deck 7: Logarithmic, Exponential, and Hyperbolic Functions
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Deck 7: Logarithmic, Exponential, and Hyperbolic Functions
1
Find the derivative of y with respect to x, t, or ?, as appropriate
-y = ln(ln 8x)
A)
B)
C)
D)
-y = ln(ln 8x)
A)

B)

C)

D)


2
Find the derivative of y with respect to x, t, or ?, as appropriate
-y = ln(cos(ln )
A) -tan(ln )
B) tan(ln )
C)
D) -
-y = ln(cos(ln )
A) -tan(ln )
B) tan(ln )
C)

D) -

- 

3
Evaluate the integral.
-
A) -7 ln
+ C
B) ln
+ C
C) -
ln
+ C
D) -
ln
+ C
-

A) -7 ln

B) ln

C) -


D) -


-
ln
+ C


4
Evaluate the integral.
-
A)
ln 
B)
ln 
C)
ln 
D)
ln 
-

A)


B)


C)


D)


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5
Evaluate the integral.
-
A) 6 sin x + C
B) 6 ln
+ C
C) ln
+ C
D)
ln
+ C
-

A) 6 sin x + C
B) 6 ln

C) ln

D)


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6
Evaluate the integral.
-
A)
ln 
B) ln
C)
D)
ln 
-

A)


B) ln

C)

D)


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7
Evaluate the integral.
-
A)
ln
+ C
B)
ln
+ C
C)
ln
+ C
D)
ln
+ C
-

A)


B)


C)


D)


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8
Evaluate the integral.
-
dx
A)
B)
C)
D)
-

A)

B)

C)

D)

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9
Evaluate the integral.
-
A) -
B) ln 2
C)
D)
-

A) -

B) ln 2
C)

D)

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10
Evaluate the integral.
-
A) 42 ln 3
B) -42 ln 3
C) 21 ln 3
D) -21 ln 3
-

A) 42 ln 3
B) -42 ln 3
C) 21 ln 3
D) -21 ln 3
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11
Evaluate the integral.
-
A) 2 ln 2
B) 2 ln 3
C) 4 ln 2
D) -2 ln 2
-

A) 2 ln 2
B) 2 ln 3
C) 4 ln 2
D) -2 ln 2
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12
Evaluate the integral.
-
dx
A) 2 ln
+ C
B) ln
+ C
C) 2 ln
+ C
D) -ln
+ C
-

A) 2 ln

B) ln

C) 2 ln

D) -ln

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13
Evaluate the integral.
-
A) -
+ C
B) -
+ C
C) 2
+ C
D) -
+ C
-

A) -


B) -


C) 2

D) -


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14
Evaluate the integral.
-
dx
A) 2 ln
+ C
B)
+ C
C)
ln
+ C
D)
+ C
-

A) 2 ln

B)


C)


D)

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15
Evaluate the integral.
-
dx
A)
+ C
B)
+ C
C)
+ C
D)
+ C
-

A)


B)

C)

D)

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16
Evaluate the integral.
-
A) -
+ C
B) -
+ C
C) -6
+ C
D)
+ C
-

A) -


B) -


C) -6

D)

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17
Evaluate the integral.
-
A)

B)

C)

D)

-

A)

B)

C)

D)

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18
Evaluate the integral.
-
dx
A) - 5
B) 14
C) 9
D) 5
-

A) - 5
B) 14
C) 9
D) 5
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19
Evaluate the integral.
-
A)
+ C
B)
+ C
C) -
+ C
D)
+ C
-

A)

B)

C) -

D)

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20
Evaluate the integral.
-
4x dx
A) e
B) -
C)
D) 4e
-


A) e
B) -

C)

D) 4e
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21
Evaluate the integral.
-
dx
A) 1 - cos 1
B) 1
C) 1 + cos 1
D) -1
-

A) 1 - cos 1
B) 1
C) 1 + cos 1
D) -1
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22
Evaluate the integral.
-
d
A)
+ C
B)
+ C
C) 4 ln (1 +
) + C
D) ln (1 +
) + C
-

A)

B)

C) 4 ln (1 +

D) ln (1 +

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23
Evaluate the integral.
-
dx
A) 21
B)
C)
D)
-

A) 21
B)

C)

D)

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24
Evaluate the integral.
-
dx
A) 52,464
B)
C)
+ C
D)
-

A) 52,464
B)

C)

D)

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25
Evaluate the integral.
-
sin t dt
A)
B)
C)
D) 3
-

A)

B)

C)

D) 3
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26
Evaluate the integral.
-
dx
A)
B)
C)
D)
-

A)

B)

C)

D)

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27
Evaluate the integral.
-
A)
+ C
B)
+ C
C)
+ C
D)
+ C
-

A)

B)

C)

D)

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28
Evaluate the integral.
-
A)
+ C
B) 1
C)
+ C
D)
+ C
-

A)

B) 1
C)

D)

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29
Evaluate the integral.
-
dx
A)
B)
- 1
C)
+ C
D)
-

A)

B)

C)

D)

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30
Evaluate the integral.
-
dt
A)
- 
B) 2 ln 6
C) 12
D) 6
-

A)


B) 2 ln 6
C) 12
D) 6
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31
Evaluate the integral.
-
dx
A)
B)
+ C
C)
D) 8
-

A)

B)

C)

D) 8
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32
Solve the problem.
-A certain radioactive isotope decays at a rate of 1% per 300 years. If t represents time in years and y represents the amount of the isotope left, use the condition that
to find the value of k in the equation 
A) 0.00897
B) -0.00003
C) 0.00003
D) -0.01005
-A certain radioactive isotope decays at a rate of 1% per 300 years. If t represents time in years and y represents the amount of the isotope left, use the condition that


A) 0.00897
B) -0.00003
C) 0.00003
D) -0.01005
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33
Solve the problem.
-A certain radioactive isotope decays at a rate of 2% per 100 years. If t represents time in years and y represents the amount of the isotope left then the equation for the situation is
In how many years will there be 90% of the isotope left?
A) 527 years
B) 1000 years
C) 500 years
D) 246 years
-A certain radioactive isotope decays at a rate of 2% per 100 years. If t represents time in years and y represents the amount of the isotope left then the equation for the situation is

A) 527 years
B) 1000 years
C) 500 years
D) 246 years
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34
Solve the problem.
-A loaf of bread is removed from an oven at
and cooled in a room whose temperature is
. If the bread cools to
in 20 minutes, how much longer will it take the bread to cool to 
A) 17 min
B) 4 min
C) 24 min
D) 5 min
-A loaf of bread is removed from an oven at




A) 17 min
B) 4 min
C) 24 min
D) 5 min
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35
Solve the problem.
-In a chemical reaction, the rate at which the amount of a reactant changes with time is proportional to the amount present, such that
, when t is measured in hours. If there are
of reactant present when t = 0, how many grams will be left after
? Give your answer to the nearest tenth of a gram.
A) 3.7 g
B) 11 g
C) 7.3 g
D) 0.1 g
-In a chemical reaction, the rate at which the amount of a reactant changes with time is proportional to the amount present, such that



A) 3.7 g
B) 11 g
C) 7.3 g
D) 0.1 g
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36
Solve the problem.
-The charcoal from a tree killed in a volcanic eruption contained 64.7% of the
found in living matter. How old is the tree, to the nearest year? Use
for the half-life of 
A) 1720 years
B) 5700 years
C) 3581 years
D) 2482 years
-The charcoal from a tree killed in a volcanic eruption contained 64.7% of the



A) 1720 years
B) 5700 years
C) 3581 years
D) 2482 years
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37
Solve the problem.
-The barometric pressure p at an altitude of h miles above sea level satisfies the differential equation
If the pressure at sea level is 29.92 inches of mercury, find the barometric pressure at 22,000 ft.
A) 6.5 in.
B) 68.85 in.
C) 13 in.
D) 0.37 in.
-The barometric pressure p at an altitude of h miles above sea level satisfies the differential equation

A) 6.5 in.
B) 68.85 in.
C) 13 in.
D) 0.37 in.
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38
Solve the problem.
-The amount of alcohol in the bloodstream, A, declines at a rate proportional to the amount, that is,
. If
for a particular person, how long will it take for his alcohol concentration to decrease from 0.10% to 0.05%? Give your answer to the nearest tenth of an hour.
A) 2.1 hr
B) 1.4 hr
C) 0.3 hr
D) 2.8 hr
-The amount of alcohol in the bloodstream, A, declines at a rate proportional to the amount, that is,


A) 2.1 hr
B) 1.4 hr
C) 0.3 hr
D) 2.8 hr
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39
Write the word or phrase that best completes each statement or answers the question.
-Verify the identity using the definitions of hyperbolic functions. coth x =
-Verify the identity using the definitions of hyperbolic functions. coth x =

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40
Write the word or phrase that best completes each statement or answers the question.
-Verify the identity using the definitions of hyperbolic functions. coth (-x) = -coth x
-Verify the identity using the definitions of hyperbolic functions. coth (-x) = -coth x
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41
Write the word or phrase that best completes each statement or answers the question.
-Use the fundamental identity
x -
x = 1 to verify the identity. 1 -
x =
x
-Use the fundamental identity




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42
Write the word or phrase that best completes each statement or answers the question.
-Derive the formula given that d/dx (cosh x) = sinh x and d/dx (sinh x) = cosh x. d/dx (coth x) = -
x
-Derive the formula given that d/dx (cosh x) = sinh x and d/dx (sinh x) = cosh x. d/dx (coth x) = -

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43
Write the word or phrase that best completes each statement or answers the question.
-Verify the identity. cosh(
x) =
, for all x
-Verify the identity. cosh(


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44
Compute dy/dx for the function.
-y = sinh 7x
A) 7 cosh 6x
B) 7 cosh 7x
C)
D) 7 sinh 7x
-y = sinh 7x
A) 7 cosh 6x
B) 7 cosh 7x
C)

D) 7 sinh 7x
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45
Compute dy/dx for the function.
-y =
6x
A) 2 cosh 6x
B) 12 sinh 6x cosh 6x
C) 2 sinh 6x cosh 6x
D) 12 cosh 6x
-y =

A) 2 cosh 6x
B) 12 sinh 6x cosh 6x
C) 2 sinh 6x cosh 6x
D) 12 cosh 6x
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46
Compute dy/dx for the function.
-y =
A) -
B)
C)
D)

-y =

A) -

B)

C)

D)


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47
Compute dy/dx for the function.
-y = ln sinh 5x
A)
B) coth 5x
C) 5 coth 5x
D) 5 csch 5x
-y = ln sinh 5x
A)

B) coth 5x
C) 5 coth 5x
D) 5 csch 5x
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48
Determine the indefinite integral.
-
A)
cosh 8x + C
B)
8x + C
C) -
cosh 8x + C
D) cosh 8x + C
-

A)

B)

C) -

D) cosh 8x + C
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49
Determine the indefinite integral.
-
A)
x + C
B) sech x tanh x + C
C)
+ C
D)
x + C
-

A)

B) sech x tanh x + C
C)

D)

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50
Determine the indefinite integral.
-
A)
+ C
B)
x + C
C) ln(1 + cosh x) + C
D) -ln(1 + cosh x) + C
-

A)

B)

C) ln(1 + cosh x) + C
D) -ln(1 + cosh x) + C
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51
Determine the indefinite integral.
-
A)
x + C
B)
x
x + C
C) -
+ C
D)
+ C
-

A)

B)


C) -

D)

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52
Determine the indefinite integral.
-
(Simplify the answer using the definitions of hyperbolic functions.)
A)
+ C
B) x +
+ C
C)
+ C
D) cosh x + C
-


A)

B) x +

C)

D) cosh x + C
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53
Determine the indefinite integral.
-
, x > 4
A)
+ C
B)
+ C
C)
+ C
D)
+ C
-

A)



B)


C)


D)



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54
Determine the indefinite integral.
-
A)
+ C
B)
+ C
C) -
+ C
D) -
+ C
-

A)


B)


C) -



D) -



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55
Determine the indefinite integral.
-
, x < ln 4
A)
+ C
B) -
+ C
C) -
+ C
D)
+ C
-

A)



B) -



C) -



D)


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56
Determine the indefinite integral.
-
A)
+ C
B)
+ C
C) -
+ C
D) -
+ C
-

A)



B)


C) -



D) -



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57
Evaluate the definite integral.
-
A) -
B)
C)
D)
-

A) -

B)

C)

D)

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58
Evaluate the definite integral.
-
A) ln
B)
C) ln 2
D) ln
-

A) ln

B)

C) ln 2
D) ln

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59
Evaluate the definite integral.
-
A) -14
B)
C) 14
D) 28
-

A) -14
B)

C) 14

D) 28

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60
Evaluate the definite integral.
-
(Give an approximate answer rounded to two decimal places if necessary.)
A) 1
B) 0.71
C) 0.73
D) 0.75
-

A) 1
B) 0.71
C) 0.73
D) 0.75
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61
Find the value of the x-coordinate of the points at which the functions intersect, and approximate the area of the region described. Round to two decimal places when necessary.
-f(x) = sinh x, g(x) = tanh x; the region bounded by the graphs of f, g, and ln 5
A) x = 0; 0.54
B) x = 0; 0.22
C) x = 0; 1
D) x = 0; 0.64
-f(x) = sinh x, g(x) = tanh x; the region bounded by the graphs of f, g, and ln 5
A) x = 0; 0.54
B) x = 0; 0.22
C) x = 0; 1
D) x = 0; 0.64
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62
Evaluate the derivative.
-f(x) =

A)
B)
C)
D)
-f(x) =


A)

B)

C)

D)

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63
Evaluate the derivative.
-f(t) = 5

A)
B)
C)
D)
-f(t) = 5


A)

B)

C)

D)

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64
Evaluate the derivative.
-f(v) = 3

A)
B)
C)
D)
-f(v) = 3


A)

B)

C)

D)

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65
Evaluate the derivative.
-f(x) =
( 6/x)
A)
B) -
C)
D)
-f(x) =

A)

B) -

C)

D)

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66
Evaluate the derivative.
-f(x) = 9
(cos x)
A) -
B) ln
sin x
C) -
D) -
-f(x) = 9

A) -

B) ln

C) -

D) -

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67
Evaluate the definite integral. Express the answer in terms of natural logarithms.
-
A) ln(
+ 3)
B) ln(
+
)
C) ln(
+ 2)
D) ln
-

A) ln(

B) ln(


C) ln(

D) ln

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68
Evaluate the definite integral. Express the answer in terms of natural logarithms.
-
A)
ln 
B) ln 2
C) ln
D)
ln 
-

A)


B) ln 2
C) ln

D)


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69
Evaluate the definite integral. Express the answer in terms of natural logarithms.
-
A) ln
- 1
B)
ln 
C) ln 6
D) ln
-

A) ln

B)


C) ln 6
D) ln

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70
Evaluate the definite integral. Express the answer in terms of natural logarithms.
-
A) -
ln 
B)
ln 
C) -ln
D)
ln 
-

A) -


B)


C) -ln

D)


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71
Evaluate the definite integral. Express the answer in terms of natural logarithms.
-
A) ln( 8 + 3
)
B) ln(
)
C) ln 9
D) ln( 8 +
)
-

A) ln( 8 + 3

B) ln(

C) ln 9
D) ln( 8 +

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72
Solve the problem.
-Find the volume interior to the inverted catenary kiln (an oven used to fire pottery) shown in the figure. Give an exact answer in terms of logarithms.
A) 22(3 ln(3 +
) +
)
B) 22(3 ln(3 +
) -
)
C) 11(3 ln(3 +
) -
)
D) 66 ln(3 +
) - 
-Find the volume interior to the inverted catenary kiln (an oven used to fire pottery) shown in the figure. Give an exact answer in terms of logarithms.

A) 22(3 ln(3 +


B) 22(3 ln(3 +


C) 11(3 ln(3 +


D) 66 ln(3 +


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73
Solve the problem.
-When an object falling from rest encounters air resistance proportional to the square of its velocity, the distance it falls (in meters) after t seconds is given by
where m is the mass of the object in kilograms, g = 9.8 m/s2 is the acceleration due to gravity, and k is a physical constant. A BASE jumper (m = 76kg) leaps from a tall cliff and performs a ten-second delay (she free falls for 10 s and then opens her chute). How far does she fall in 10 s? Assume k = 0.2 Round the answer to one decimal place if necessary.
A) 14.5 m
B) 331.2 m
C) 361.9 m
D) 72.4 m
-When an object falling from rest encounters air resistance proportional to the square of its velocity, the distance it falls (in meters) after t seconds is given by

A) 14.5 m
B) 331.2 m
C) 361.9 m
D) 72.4 m
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74
Solve the problem.
-A BASE jumper's velocity (in meters per second) after t seconds is given by
where m is the mass of the object in kilograms, g = 9.8 m/ s2 is the acceleration due to gravity, and k is a physical constant. How fast is the BASE jumper falling at the end of a 12 second delay? Use m = 75kg and k = 0.2 Round the answer to one decimal place if necessary.
A) 19.2 m/s
B) 58.2 m/s
C) 63.2 m/s
D) 698 m/s
-A BASE jumper's velocity (in meters per second) after t seconds is given by

A) 19.2 m/s
B) 58.2 m/s
C) 63.2 m/s
D) 698 m/s
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75
Use a calculator to evaluate the expression, or state that the value does not exist. Round the answer to four decimal places when necessary.
-coth 2
A) 3.7622
B) 0.964
C) 0.2658
D) 1.0373
-coth 2
A) 3.7622
B) 0.964
C) 0.2658
D) 1.0373
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76
Use a calculator to evaluate the expression, or state that the value does not exist. Round the answer to four decimal places when necessary.
-
5
A) 1.0001
B) 0.9999
C) 0.2027
D) does not exist
-

A) 1.0001
B) 0.9999
C) 0.2027
D) does not exist
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77
Use a calculator to evaluate the expression, or state that the value does not exist. Round the answer to four decimal places when necessary.
-
9
A) 4.0515
B) 0.0998
C) 0.0002
D) 0.1109
-

A) 4.0515
B) 0.0998
C) 0.0002
D) 0.1109
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78
Use a calculator to evaluate the expression, or state that the value does not exist. Round the answer to four decimal places when necessary.
-csch x
A) -2.9085
B) -1.571
C) 0.0371
D) -0.9103
-csch x

A) -2.9085
B) -1.571
C) 0.0371
D) -0.9103
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Unlock for access to all 85 flashcards in this deck.
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79
Use a calculator to evaluate the expression, or state that the value does not exist. Round the answer to four decimal places when necessary.
-
A) -0.1105
B) -0.0552
C) -0.2209
D) -0.0131
-

A) -0.1105
B) -0.0552
C) -0.2209
D) -0.0131
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80
Evaluate the expression without using a calculator, or state that the value does not exist. Simplify the answer to the extent possible.
-sech 0
A) 0
B) 1
C) 2
D)
-sech 0
A) 0
B) 1
C) 2
D)

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Unlock for access to all 85 flashcards in this deck.
Unlock Deck
k this deck