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In this test you have to answer ap calculus bc exam practice questions. To get pass test ap calculus bc you must answers correct. So Enjoy these practice exam questions ap calculus bc to get enough knowledge for ap calculus bc practice test attempt. You will get mock test answers after click submit button at bottom. If any question wrong just click on go back button to correct it. Easy Na!

AP Calculus BC Practice Questions

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Q:1-04-01 ap-calculus-bc questions
Mark one answer:

-∞
1

0
Does not exist



Q:2-04-02 ap-calculus-bc questions
Mark one answer:

-∞
0
-1

1


Q:3-04-03 ap-calculus-bc questions
Mark one answer:


0
-∞
1
Does Not Exist


Q:4-Find dy/dx at the point corresponding to the given value of the parameter without eliminating the parameter:
x=5sec(t), y=3tan(t), t=π/6

Mark one answer:

3/10
5/6
6/5
10√3
10/3


Q:5-Find the first and second derivatives of the function
f(x) = sec(x)

Mark one answer:

f′(x) = csc(x) , f″(x) = -sec(x)
f′(x) = cot(x) , f″(x) = csc2(x)
f′(x) = sec(x)tan(x) , f″(x) = sec3(x) + sec(x)tan2(x)
f′(x) = sec2(x) , f″(x) = sec3(x)


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Q:6-Calculate the following limit.
04-06 ap-calculus-bc questions

Mark one answer:

2
0
-∞
e2


Q:7-Find the derivative of the function
04-07 ap-calculus-bc questions

Mark one answer:

2xe-x4
x2
e-x2
0
None of the other answers.


Q:8-Find the derivative of: y = cos-1(x) + cos(x)
04-08-a ap-calculus-bc questions
Mark one answer:

A
B
C
D
E


Q:9-Compute the derivative:
f(x) = 2x2tan-1(3x) + 5ln(10x)

04-09-a ap-calculus-bc questions
Mark one answer:

A
B
C
D
E


Q:10-Let f(x) = x3 + 7x2 + 2x + 3 on the interval (0,2). Find a value for the number(s) that satisfies the mean value theorem for this function and interval.
Mark one answer:

1.72
-0.83
0.45
-5.72
1.05



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