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MCQ's Test For Chapter 1 "STA-301 Quiz OnlineTest"

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STA-301 Quiz OnlineTest

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Question # 1

limx→∞(-2x)=

Question # 2

If x>0 then d/dx[lnx]=_______

Question # 3

lim x→0+ln x/1/x=_______

Question # 4

If f(x)=e-xat x=0 be the taylor series ,then which of the following is also true?

Question # 5

The set {x:a<=x<=b} can be written in the form of interval ?

Question # 6

According to the power rule of differentiation,if f(x)=xnwhere n is a real number then d/dx[xn]=

Question # 7

The mean value of theorem states that " Let function f can be differentiable on (a,b) and continuous on [a,b] then there is no exist at least one point c in (a,b) where ______

Question # 8

A function f is called antiderivative of a function on a given interval if ______ =f(x),for all x in that interval

Question # 9

d/dx[cosec x]

Question # 10

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

Question # 11

Sigma notation which is represent which of the following greek letter?

Question # 12

y=f(x) then the average rate of change of y with with respect to x over the interval [xo,x1] is the _______ joining the points (xo ,f(xo)) and (x1f(x1)) on the graph of f

Question # 13

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

Question # 14

Consider the following function h(x) and a constant c then d/dx((c)){h(x)}=

Question # 15

if x2+y2=9 then dy/dx=?

Question # 16

Sigma notation is represent by

Question # 17

Center and radius of the circle is (x+5)2+(y-3)2=16 is

Question # 18

a function f is ___ on a closed interval [a,b] ,then f has both a maximum and minimum value on [a,b]

Question # 19

The tan(x) is discontinuous at the point where

Question # 20

no of x and y are intercept for the equation y=1/x

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Virtual University MTH101 Chapter 1 Important MCQ's

Sr.# Question Answer
1 For a graph to be symmetric about y axis mean ,for each point (x,y) on the graph the point ____ is also on the graph
A. (x,-y)
B. (-x,y)
C. (-x,-y)
2 If there is some function F such that d/dx[F(x)]=f(x) then any of the function of the form F(x)+C is _________ of f(x)
A. Derivative
B. Antiderivative
C. Slope
D. Maximum value
3 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
4 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
5 Which of the following is the spring constant k if a spring constant whose natural length is 2m exerts a force of 3N when started 1m beyond its natural legth?
A. 3 x
B. 3 N/m
C. 2 m
6 According to Power -Rule of differentiation ,if f(x) =xnwhere n is a real number,then d/dx[xn]
A. xn-1
B. nxn-1
C. (n-1)xn-1
7 logbac=_____
A. logba +logbc
B. logba - logbc
C. logba /logbc
D. logba *logbc
8 Lim x→a f(x)=____ where f(x)=k?
A. k+2
B. K+1
C. k
9 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
A. relation
B. Function
C. Nota function
D. Not a Relation
10 For a sequence {an}if the ration of successive terms an+1/ an>1 then the sequence is known as
A. Increasing
B. Decreasing
C. Non Increasing
D. Non decreasing

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