MTH-101 Final Term Exams Preparation Virtual University With Answers

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MTH-101 Final Term Exams Preparation Virtual University

Sr. # Questions Answers Choice
1 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? Polynomial Constant Dependent variable Independent variable
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) Derivative Antiderivative Slope Maximum value
3 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 ______ f'(c)=f(b)-f(a)/b-a f(c)=f(b)-f(a)/b-a f(c)=f(a)-f(b)/b-a
4 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 First point Mid point Critical Point End Point
5 logbac=_________ log<sub>b</sub>a + log<sub>b</sub>c log<sub>b</sub>a - log<sub>b</sub>c log<sub>b</sub>a/log<sub>b</sub>c log<sub>b</sub>a * log<sub>b</sub>c
6 Let y=(x3+2x)37 Let Which of the following is correct? dy/dx=(37)(x<sup>3</sup>+2x)<sup>36</sup> dy/dx=(111x<sup>2</sup>)(x<sup>3</sup>+2x)<sup>36</sup> dy/dx=(111x<sup>2</sup>+74)(x<sup>3</sup>+2x)<sup>36</sup> <br>
7 The tan(x) is discontinuous at the point where Cos(x)=0 Sin(x)=0 Tan(x)=0
8 Polynomials are always ________ function Continuous Discontinuous Not Sure
9 The graph of the equation y=x2-4x+5 will represent Parabola Straight Line Ellipse
10 Which operation can not be applied on the function? Subtraction Cross Product Addition Composition
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