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Section 1: Multiple Choice questions
#1 Which of the following
terms
matches the definition?
1/(1+x^2)
Derivative of arctan(x)
Derivative of a^x where a is a constant
Derivative of arctan(x)
Derivative of arcsec(x)
#2 Which of the following
terms
matches the definition?
1/sqrt(1-x^2)
Derivative of arcsin(x)
Derivative of secx
Limit of 1/x as x -> 0
sin(5x)/5x as x -> 0
#3 Which of the following
terms
matches the definition?
5/2
sin(5x)/5x as x -> 0
Derivative of tanx
sin(5x)/2x as x -> 0
sin(A+B)=
#4 Which of the following
terms
matches the definition?
1/sqrt(1-x^2)
Limit of 1/x as x -> 0
sin(5x)/2x as x -> 0
Derivative of loga(x)
Derivative of arcsin(x)
#5 Which of the following
definitions
matches the term?
sin(5x)/2x as x -> 0
-(cosecx)^2
1/(x * sqrt(x^2-1))
(secx)^2
5/2
Section 2: True/false questions
#6 Determine if the following combination is true or false.
sin(5x)/5x as x -> 0
1
True
False
#7 Determine if the following combination is true or false.
x/sin(x) as x -> 0
1
True
False
#8 Determine if the following combination is true or false.
sin(x)/x as x -> 0
1
True
False
#9 Determine if the following combination is true or false.
sin(5x)/5x as x -> 0
1
True
False
#10 Determine if the following combination is true or false.
x/sin(x) as x -> 0
1
True
False
Triple-checked your answers?
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