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AP Calculus BC Exam Questions

Free ap calculus bc practice questions and answers to pass free ap calculus bc exam questions. For ap calculus bc certification practice questions free you must go through real exam. For that we provide Free ap calculus bc practice exam real test. We discuss in these free examination for Advanced Placement (AP) Calculus BC test questions from different topics like ap calculus bc questions, ap calculus bc certification intensive review .

ap calculus bc prep test

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Practice AP Calculus BC Exam

sample ap calculus bc questions ap calculus bc exam practice questions

Q:1-Let f(x) = xe4x on the interval (0,1). Find a value for the number(s) that satisfies the mean value theorem for this function and interval.
Mark one answer:
0.45
0.92
0.67
0.18
0.23

Q:2-Calculate the derivative of f(x) = 4x2 - x + 2 at the point x=1.
Mark one answer:
8
7
10
9

Q:3-Evaluate the first derivative if
f(x) = 2ex and x=0.
Mark one answer:
f′(0) = 2
f′(0) = e
f′(0) = 0
f′(0) = 1

Q:4-Over which of the following intervals is the following function concave upward?
f(x) = -x2ln(x)
Mark one answer:
{x : x > ln(3/2)}
{x : x < e-3/2}
{x : 0 < x < e-3/2}
{x : x > e-3/2}
f(x) is never concave upward.

Q:5-Which of the following functions has an inflection point where concavity changes?
05-05-a ap-calculus-bc questions
Mark one answer:
A
B
C
D
E

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Q:6-Given the velocity function
05-06 ap-calculus-bc questions
where d is real number such that d∈[0,1], find the acceleration function a(x).
Mark one answer:
a(x) = (x2+2x+1)2dsin(x2+2x+1)10
a(x) = (x2+2x+1)dsin(x2+2x+1)10
a(x) = (2x+2)(x+1)2dsin(x+1)10
a(x) = (x+1)dsin(x+1)10
a(x) = (2x+2)d(x+1)2dsin(x+1)10

Q:7-Find the limit if it exists.
05-07 ap-calculus-bc questions
Hint: Apply L'Hospital's Rule.
Mark one answer:
-1
DNE
2/3
0

Q:8-Find the limit if it exists
05-08 ap-calculus-bc questions
Hint: Use L'Hospital's rule
Mark one answer:
0
1
1/2
3/2

Q:9-Find dy/dx if x3 - xlny = yex
05-09-a ap-calculus-bc questions
Mark one answer:
A
B
C
D
E

Q:10-Find dy/dx: y = tan-1(2x(x+1)10)
05-10-a ap-calculus-bc questions
Mark one answer:
A
B
C
D
E


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