Dear Students, Here you can read or download MTH101 - Calculus and Analytical Geometry Quiz No 2 Solution of Spring 2021. Previously we shared
Solved Mid-Term Grand Quiz Fall 2020 – Year 2021. You can also see the File of
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Question No 1:If f(x)=x^3 is defined on the (Raise For Success) interval [1,3]
then which of the following is true about it.
- Its relative minimum value exists at the critical point
- Its relative minimum value does not exist at the critical
point Correct
- None of these
- Its absolute minimum value exists at the critical point
If f(x)=x^3 is defined on the (Raise For Success) interval [1,3]
then which of the following is true about it.
- Its relative minimum value exists at the critical point
- Its relative minimum value does not exist at the critical point Correct
- None of these
- Its absolute minimum value exists at the critical point
Question No 2:Sigma notation is used (Raise For Success) to write the
lengthy ______ in compact form.
- Sums Correct
- Quotient
- Difference
- Products
Sigma notation is used (Raise For Success) to write the
lengthy ______ in compact form.
- Sums Correct
- Quotient
- Difference
- Products
Question No 3:Subdivide the interval [3,5] into n equal (Raise For Success)
parts, and then the width of each subinterval is ______.
- 1/n
- -2/n
- 2/n Correct
- N
Subdivide the interval [3,5] into n equal (Raise For Success)
parts, and then the width of each subinterval is ______.
- 1/n
- -2/n
- 2/n Correct
- N
Question No 4:Summation of (ai) (I varies from 1 to n), summation (Raise
For Success) of (aj) (j varies from 1 to n), summation of (ak) (k varies from 1
to n). All these three represents same summation.
- True Correct
- False
Summation of (ai) (I varies from 1 to n), summation (Raise
For Success) of (aj) (j varies from 1 to n), summation of (ak) (k varies from 1
to n). All these three represents same summation.
- True Correct
- False
Question No 5:The maximum and minimum (Raise For Success) values of the
function f(x)=1/x does not lie in the interval [-1,1] because _____
- f(x) is differentiable in [-1,1] Correct
- f(x) is not one to one
- f(x) is discontinuous in [-1,1]
- f(x) is continuous in [-1,1]
The maximum and minimum (Raise For Success) values of the
function f(x)=1/x does not lie in the interval [-1,1] because _____
- f(x) is differentiable in [-1,1] Correct
- f(x) is not one to one
- f(x) is discontinuous in [-1,1]
- f(x) is continuous in [-1,1]
Question No 6:The indefinite (Raise For Success) integral of cos(x)-sin(x)’
is ______
- cos(x)+sin(x)+c
- -cos(x)-sin(x)+c Correct
- cos(x).sin(x)+c
- -cos(x)+sin(x)+c
The indefinite (Raise For Success) integral of cos(x)-sin(x)’
is ______
- cos(x)+sin(x)+c
- -cos(x)-sin(x)+c Correct
- cos(x).sin(x)+c
- -cos(x)+sin(x)+c
Question No 7:If the closed interval [-2,2] is divided (Raise For Success)
into ‘50’ equally spaced sub-intervals then the width of each sub-interval is
______
- -4/25
- 1/25 Correct
- 2/25
- 4/25
If the closed interval [-2,2] is divided (Raise For Success)
into ‘50’ equally spaced sub-intervals then the width of each sub-interval is
______
- -4/25
- 1/25 Correct
- 2/25
- 4/25
Question No 8:Integral of 5^2 is
Note: x^n means (Raise For Success) ‘n’ to the power ‘n’
- 25x Correct
- 10
- (1/3)5^3
- None of these
Integral of 5^2 is
Note: x^n means (Raise For Success) ‘n’ to the power ‘n’
- 25x Correct
- 10
- (1/3)5^3
- None of these
Question No 9:If f(x)=x^2 is defined on the (Raise For Success) interval {-1,3}
then which of the following is true about it.
- Its absolute maximum value is 9 Correct
- Its absolute maximum value is 0
- None o these
- Its relative maximum value is 9
If f(x)=x^2 is defined on the (Raise For Success) interval {-1,3}
then which of the following is true about it.
- Its absolute maximum value is 9 Correct
- Its absolute maximum value is 0
- None o these
- Its relative maximum value is 9
Question No 10:The dimensions of a rectangle (Raise For Success) are given
to be 8ft by 12ft. The perimeter of rectangle will be ______.
- 60 feet
- 50 feet
- 30 feet
- 40 feet Correct
The dimensions of a rectangle (Raise For Success) are given
to be 8ft by 12ft. The perimeter of rectangle will be ______.
- 60 feet
- 50 feet
- 30 feet
- 40 feet Correct
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