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MTH101  Calculus And Analytical Geometry MCQs 
MTH101 Lecture Wise MCQs 
MTH101 Lecture Wise MCQs Info 
Post Title  MTH101 Lecture Wise MCQs Midterm 
Book Code  MTH101 
Degree  BSIT/BSCS/Other 
University  Virtual Univerity of Pakistan 
MTH101 Type  MTH101 Lecture Wise MCQs 
Mid/Final  MTH101 Lecture Wise MCQs Midterm 
Also, Read  MTH101 Solved MCQs Midterm 
Also, Read  MTH101 Quiz 1 Solved 
MTH101 Lecture Wise MCQs Midterm
If (x approaches to 2) lim 3x5=1in this statement the limiting value of 3x5 is ………. (MTH101)
2
1
Lim x_0 sin /z = (MTH101)
Undefined
1
1
0
If y = C (a constant) then the average rate of change of y with respect to x over the interval [0,1] is. (MTH101)
1
None of these
36
0
Velocity is the rate of change of position w.r.t………….(MTH101)
Acceleration
Time
Displacement
Force
What is the average rate of change of y with respect to x ever the interval [0,1] if y=6x^2 Note x^n means x to the power n. (MTH101)
None of these
5
6
4
hello
Is the function f(x) = tan(x) continuous at x=pi? If not why? (MTH101)
F (pi) is not defined
F is continuous at x=pi
E (position) used in the definition of limit can be a negative number. (MTH101)
False
True
Polynomials are not continued our function. This statement is ………..(MTH101)
True
False
Lim x1 1/x= (MTH101)
0
1
o
O
If y=f(x) then the instantaneous us rate of change of y with respect yo x at the point x0 is given by the slope of the secant line. (MTH101)
False
True
Average velocity is obtained by dividing the …………(MTH101)
Total distance by time elapsed
Total distance by velocity elapsed
If (x approaches to 2) lim 3x5=1, then the definition of limits for any positive number e(position) we can fine d(deita) such that …………..(MTH101)
[(3x5)1] < d if x satisfies 0<[x2]<e
[(3x5)1] <e if x satisfies 0< [x2]<d
What is the average rate of change of y with respect to x over the interval [0,1] if y=6x^2? Note: x^n means x to the power n. (MTH101)
4
5
None of these
6
If (0,0) and (2,2) are any two points on a curve then the slope of a line perpendicular to the secant segment through these points is ………….(MTH101)
1
2
1
2
Lim [f(x)]n = (MTH101)
[f(x)]n
[limf(x)]n
[limf(x)]
n[limf(x)]
A is included in the interval (a,b). (MTH101)
False
True
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A function f is continuous at a point xa if and only if f(a) is defined lim f(x) as x approached a exists and ………….(MTH101)
Lim f(x)= f(a)
Lim f(x) is not equal to f(a)
Lim f (x) > f (a)
Lim f(x) < f(a)
The instantaneous velocity of any object can be represented geometrically. (MTH101)
The slope of the second line
Both slope of secant and tangent lines
N0one of these
The slope of the tangent line
If y=f(x) then the instantaneous role of change of y with respect to x at the point x0 is giving by the slope of the tangent line at [x0,f(x0)] (MTH101)
False
True
If a car travels 150 miles over a straight road in 3 hours then it's average…………(MTH101)
40m/h
60m/h
30m/h
50m/h
If y=x^2, then which of the following is true about it over the interval [3,4]
note: where x^n denotes the nth power of x. (MTH101)
The slop of the secant line
None of these
The slope of the secant line is 7
The slope of the secant line is 8
Is the function f(x) =1/(x+1) continuous at x=1? If not why? (MTH101)
F is not continuous at x =1
F is continuous at x=1
Velocity is the rate of change of position w.r.t…………..(MTH101)
Force
Time
Acceleration
Displacement
If y=3x then the instantaneous rate of change of y w.r.t x at 5 is ………(MTH101)
5
7
4
3
A function f is said to be continuous on a closed interval [aa,b] if f is continuous. (MTH101)
[a,b]
[a,b]
(a,b)
(a;b)
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MTH101 Lecture Wise MCQs Midterm hello

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