Calculus Quiz Questions With Answers - Trivia & Questions
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Calculus Quiz Questions With Answers - Trivia & Questions
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Quizzes (/quiz-school/browse) › Education (/quiz-school/topic/education) › Subject (/quiz-school/topic/subject) › Math (/quiz-
school/topic/math) › Calculus (/quiz-school/topic/calculus)
Calculus Quiz Questions With Answers
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The "Calculus Quiz Questions With Answers" quiz is your gateway to
exploring the fascinating world of calculus, a branch of mathematics that
delves into the study of change and motion. Whether you're a student
gearing up for a calculus exam or simply curious about this mathematical
realm, this quiz offers an engaging opportunity to test your knowledge.
Calculus is a powerful tool used to understand concepts like rates of
change, optimization, and more. This quiz presents a series of carefully
crafted questions that cover fundamental calculus concepts, from
derivatives and integrals to limits and functions.
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1. What is x
+ 1 differentiated with respect to x?
Correct Answer
A. 2x
Explanation
The derivative of x^2 + 1 with respect to x is 2x. This can be found using the power rule of
differentiation, which states that when differentiating a term with the form x^n, the result is
nx^(n-1). In this case, the derivative of x^2 is 2x^(2-1) = 2x. The constant term 1 does not
affect the derivative, so it can be disregarded. Therefore, the correct answer is 2x.
Rate this question:
33
1
2
A.
2x
B.
X
C.
X+1
D.
2x+1
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2. What will be the derivative of this function- 'f(x) = 1963'
Correct Answer
A. 0
Explanation
The derivative of a constant function is always zero. Since the given function is f(x) = 1963,
which is a constant, its derivative will be zero. This is because the derivative measures the
rate of change of a function, and a constant function does not change as x varies. Therefore,
the correct answer is 0.
Rate this question:
28
0
A.
0
B.
1963
C.
−
∞
D.
None of the above
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3. What is the integral of 1 with respect to x?
Correct Answer
B. X + C
Explanation
The integral of 1 with respect to x is:
∫
1 dx = x + C
In this expression, ∫
represents the integral sign, and the result is x + C, where C is the
constant of integration. When you integrate a constant (1 in this case) with respect to x, you
get x, and the constant of integration, C, represents an arbitrary constant that can be added to
the result to account for all possible antiderivatives.
Rate this question:
19
2
A.
0.5x
B.
X + C
C.
1.25x
D.
2x
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4. State whether the given statement is true or false. The second fundamental
theorem of calculus states that if F(x) = ∫
f(t) dt then F '(x) = f(x).
Correct Answer
A. True
Explanation
The second fundamental theorem of calculus states that if a function F(x) is de±ned as the
integral of another function f(t) with respect to t, then the derivative of F(x) with respect to x is
equal to f(x). In other words, if F(x) = ∫
ax f(t) dt, then F'(x) = f(x). This means that the derivative
of the integral of a function is equal to the original function itself.
Rate this question:
18
1
5. What is x
+ 1 differentiated with respect to y?
Correct Answer
C. 0
Explanation
The expression x^2 + 1 does not contain the variable y, so when differentiating it with respect
to y, the derivative is always 0.
Rate this question:
17
0
a
x
A.
True
B.
False
2
A.
2x
B.
Xy +1
C.
0
D.
(x+1)y
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