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
The equation (x+4)
2
+(y+1)
2
=6 represent a circle having center at____ and radius
Choose an answer
(-4,1),undertoot 6
(-4,-11),undertoot 6
None of these
Previous
Skip
Next
Question # 2
What is the length of each sub interval ,if the interval [1,3] is divided into n sub interval of equal length?
Choose an answer
1/n
2/n
3/n
4/n
Previous
Skip
Next
Question # 3
If a
1
>a
2
>......>a
n
>.... then a sequence {a
n
} is ....
Choose an answer
increasing
non decreasing
decreasing
non increasing
Previous
Skip
Next
Question # 4
y=f(x) then the average rate of change of y with with respect to x over the interval [x
o
,x
1
] is the _______ joining the points (x
o ,f(
x
o
)
) and (x
1
f(x
1
)) on the graph of f
Choose an answer
Slope of the secant line
Slope of the tangent line
Secent line
none of these
Previous
Skip
Next
Question # 5
If f is a continuous function such that lim
x
→+
∞
=+
∞ and
lim
x
→+
∞
=+
∞ the f has on
Choose an answer
maximum value but no minimum
minimum value but not maximum
both maximum and minimum value
Previous
Skip
Next
Question # 6
______ is the special case for the Taylor's theorem
Choose an answer
Roll's Theorem
Picard's Method
Integration
Maclaurin Theorem
Previous
Skip
Next
Question # 7
The graph of the equation y=x
2
-4x+5 will represent
Choose an answer
Parabola
Single line
Two straight line
Ellipse
Previous
Skip
Next
Question # 8
y=1/1-x dy/dx if then
Choose an answer
1
-1
1/(1-x)
2
Previous
Skip
Next
Question # 9
d/dx[cosec x]
Choose an answer
1/1+cos
2
x
-cos x/1-cos
2
x
1/1-cos
2
x
Previous
Skip
Next
Question # 10
How many critical points exist for a function f if f'(x)=(x-3)(x-2)
Choose an answer
0
1
3
2
Previous
Skip
Next
Question # 11
For a function f ,let f'(x
n
)=0 for some n Does the newton method for work for approximating the solution of f(x)=0
Choose an answer
yes
no
not sure
Previous
Skip
Next
Back