VU MTH-101 Online Test Preparation

MCQ's Test For MTH-101 Final Term Exams Preparation Virtual University

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MTH-101 Final Term Exams Preparation Virtual University

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Question # 1

Function f is differentiable function if it is differentiable on the interval

Question # 2

If a slope m of a nonvertical line is m=1 then the angle of inclination of the line is

Question # 3

h(x)=1/(x-2)(x-4) domain of the function is

Question # 4

What is the length of each subinterval,if the interval [1,3]is divided into n sub interval of equal length?

Question # 5

y=x2/2
Let find the average rate of change of y with respect to x over the interval [3,4]

Question # 6

If a1>a2>......>an>.... then a sequence {an} is ....

Question # 7

For a sequence {an}if the ration of successive terms an+1/ an>1 then the sequence is known as

Question # 8

Which of the following option is true for the sequence an={1/n}n=1which of the following option is true for the sequence

Question # 9

If 2x-y=-3 then dy/dx=?

Question # 10

if xy=4 then dy/dx =?

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Virtual University MTH101 Chapter 1 Important MCQ's

Sr.# Question Answer
1 logbac=_____
A. logba +logbc
B. logba - logbc
C. logba /logbc
D. logba *logbc
2 If a function has an extreme value (either a maximum or a minimum ) on an open interval (a,b) then the extreme value occurs at ____ of f
A. First point
B. Mid point
C. Critical Point
D. End Point
3 set{...-4,-3 ,-2,-1,0,1,2,3,4} is known as the set of
A. natural number
B. Integer
C. whole number
4 Function f is differentiable function if it is differentiable on the interval
A. (-∞,∞)
B. (a,∞) where a is any negative integer
C. (0,∞)
D. None of these
5 Let y=(x3+ 2x)37which of the following is correct?
A. dy/dx=37(x32x)36
B. dy/dx=111x2(x32x)36
C. dy/dx=(111x2+74)(x32x)36
6 graph x =y2is symmetric about
A. x axis
B. y axis
C. origin
7 lim x→0+ln x/1/x=_______
A. 1
B. 0
C. none of these
8 d(sec x)/dx=?
A. sec x tan x
B. sec x tan y
C. cosec x cot x
9 Suppose that f and g are differentiable function of x then d/dx[f][g]=
A. [f'][g]-[f][g']/g2
B. [f'][g']
C. [f'][g]+[f][g']
10 For a function f(x) to be continuous on interval (a,b) the function must be continuous
A. At all point in (a,b)
B. Only at point a,b
C. At mid point of a and b
D. None of these

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