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

The equation (x+4)2+(y+1)2=6 represent a circle having center at____ and radius

Question # 2

Suppose that we apply newton method to approximate the real solution of the equation x3-2x2-1=0 if we start at x1=2,then which of the following is value of x2?

Question # 3

Lim x→0sinx/x

Question # 4

Let f(x ) is the function such that as x approaches a real number ,either from left or right hand side ,the function value increase or decrease unboundedly then lim f(x)

Question # 5

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

Question # 6

If the partial sum of the series is finite then the series will be

Question # 7

Polynomials are always ________ function

Question # 8

The equation of the line of the form y-y1=m(x-x1) is known as

Question # 9

d(sec x)/dx=?

Question # 10

If f''(x)<0 on an open interval (a,b) then which of the following statement is correct

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Virtual University MTH101 Chapter 1 Important MCQ's

Sr.# Question Answer
1 Average velocity of a body is Vave
A. d1-do/ t1- to
B. t1- to/f(t1)- f(to)
C. f(t1)- f(to)/t1- to
D. None of these
2 The pythagoras theorem describe the relationship between the sides of
A. right angle triangle
B. isoceleous triangle
C. equilateral traingle
3 Center and radius of the circle is (x+5)2+(y-3)2=16 is
A. (-5,3),4
B. (5,-3),16
C. (5,-3),4
D. None of these
4 Tan(x) is continuous every where except at points
A. +- kπ/2 where k=(1,3,5.....)
B. +- kπ/2 where k=(2,4,6.....)
C. +- kπ/2 where k=(1,2,3,4,5,6.....)
5 If f(x)=3x8+2x+1 then f'x)
A. 3x7+2
B. 24x7+2
C. 3x7+23
6 If f is a twice differentiable function at stationary point xoan f'(xo) >0 then f has relative _______ At xo
A. None of these
B. Maxima
C. Minima
7 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
8 Let a function be defined on an interval and let x1 and x2denotes two distinct points in that interval ,If f(x1)= f(x2) for all points x1 andx2then which of the following statement is correct ?
A. f is decreasing function
B. f is increasing function
C. f is constant function
9 Which of the following are first two terms for the taylor series of f(x)=e-xat x=0?
A. 1+(1)(x-0)
B. 1+(-1)(x-0)
C. 1+(-1)(x+0)
10 If there is some function F such that d/dx[F(x)]=f(x) then antiderivatives of f(x) are F(x)+C .What does C represent?
A. Polynomial
B. Constant
C. Dependent variable
D. Independent variable

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