More Classes
5th Class
6th Class
7th Class
8th Class
9th Class
10th Class
11th Class
12th Class
NAT I
NAT II
CSS
IQ
General Knowledge
MDCAT
ECAT
GAT General
GAT Subject
Other Links
Go to Home
Online Tests
MTH-101 Final Term Exams Preparation Virtual University MCQs With Answers
Question # 1
Polynomials are always ________ function
Choose an answer
Continuous
Discontinuous
Not Sure
Previous
Skip
Next
Question # 2
If f(x)=3x
8
+2x+1 then f'x)
Choose an answer
3x
7
+2
24x
7
+2
3x
7
+23
Previous
Skip
Next
Question # 3
For a function f(x) to be continuous on interval (a,b) the function must be continuous
Choose an answer
At all point in (a,b)
Only at point a,b
At mid point of a and b
None of these
Previous
Skip
Next
Question # 4
If a quantity y depends on another quantity x in such a way that each value of x determines exactly one value of y ,we say that y is ____ of x
Choose an answer
relation
function
not a function
not a relation
Previous
Skip
Next
Question # 5
Let y=(x
3
+2x)
37
Let Which of the following is correct?
Choose an answer
dy/dx=(37)(x
3
+2x)
36
dy/dx=(111x
2
)(x
3
+2x)
36
dy/dx=(111x
2
+74)(x
3
+2x)
36
Previous
Skip
Next
Question # 6
If a slope m of a nonvertical line is m=1 then the angle of inclination of the line is
Choose an answer
π /4
π /2
π /5
Previous
Skip
Next
Question # 7
Suppose that f and g are differentiable function of x then d/dx[f][g]=
Choose an answer
[f'][g]-[f][g']/g
2
[f'][g']
[f'][g]+[f][g']
Previous
Skip
Next
Question # 8
If the partial sum of the series is finite then the series will be
Choose an answer
Divergent
Convergent
Give no information
Previous
Skip
Next
Question # 9
The graph x=y
2
is symmetric about ________ axis?
Choose an answer
X-axis
Y-axis
Origin
Previous
Skip
Next
Question # 10
The lim x
→a f(x)=___ where f(x)=k
The k is constant
Choose an answer
K+1
K+2
k
Previous
Skip
Next
Question # 11
If a function g is differentiable at a point x and function f is differentiable at a point g(x),then the __ is differentiable a point x.
Choose an answer
Composition (fog)
Quotient f/g
product f.g
Sum (f+g)
Previous
Skip
Next
Back