# mth101-grand-quiz-pdf

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MTH101 Grand Quiz MTH101 Grand Quiz Info
Post Titlemth101-grand-quiz-pdf
Book CodeMTH101
DegreeBSIT/BSCS/Other
UniversityVirtual Univerity of Pakistan
Grand QuizMTH101 Grand Quiz
Mid/FinalMidterm Grand Quiz
Last PostPAK301 Grand Quiz PDF

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## MTH101 Grand Quiz

The derivative of sec[3x] is

(3.sec3x.tan3x)

Graphs of y=f[x] and y=f[-x] are reflections of one another about the …….

(y-axis)

The derivative of f[x] = tanx - cotx2 at x =0 is

(r2)

The function f[x] = [x] is differentiable at x = 0

(false)

Which of the following is the y-intercept of equation   2x = -5y+3

(⅗)

Let f[x] = 4x + 1 then f[2]=...........

(9)

0.121212 is an example of ……..

(irrational numbers)

If y=x+1, then the average rate of change of y w.r.t x over the interval [1.5.,2.5] will be ………

(1)

Which of the following is solution  of equation [  y-3] = -7

(y = 10 and y = -4)

If f is a function that is continuous at each point of its domain and if f has an inverse then the inverse of f is also continuous at each point of its domain

(true)

For the curve ; f[t] = -2t+3, the instantaneous rate of change of f[t] at t = a is ……..

(-2)

An ordered pair corresponds to ……. In the plane

(a unique point)

Is the graph of equation 4y = 3x symmetric about the x-axis

(yes)

The interval [-3,2] denote the set of all ……… between -3 and 2

(real numbers)

Which of the following is the midpoint of the line segment joining points [-2,1] and [2,-2]

(0,½)

If [0,0] and [2,2] are any two points on a curve then the square of the length of the secant segment between these points is ………..

(4)

Derivative of function ; f[x] = sin[x] , exits…………

(everywhere)

If the function is differentiable at a point then it is also …….. At that point

(continuous)

Pi radians corresponds to ……… degrees

(180)

The derivative of sec[3x] is

(3.sec3x.tan3x)

The interval (-3,2) denote the set of all …….. Between -3 and 2

(integers)

What is the derivative of (sin x + cos (2x)]22

[ 22(cos x - 2sin2x)21 ]

Graph of y=f(x) and y=f(-x) are reflection of one another about the …………

(y-axis)

Graph of the equation y = x+3 represents a ……….

(line)

[ x<2-9]=..........

([x-3][x+3])

If x - f(-3y) and y - 2x then df/dx -..............

(-6)

What is the derivative of (3x2+1)32

(312x[3x2+1]51)

The area of the sector with radius r and central  angle 0 radius is

(1/2r2 0)

What is the derivative of [sinx + cos(2x)]22

(22[cos x - 2 sin 2x]21)

The functions sin and cosx are

(continuous)

Let f[x] = x-3 and g[x] = x3 then [f+g][x]=

(x3+x-3)

If f[x] = xsin x2 then which of the following is true about it

(its derivative w.r.t.x is 2x cos x2 + sin x2)

If f[x] = xsinx2 then which of the following is true about it

(its derivative w.r.t x is r cox x2 + sin x2)

The derivative of f[x]=xlnx can be found by using………

(product rule)

If g[u]=5u+3 then its derivative with respect to u is

(5)

The derivative of 1/-x-1 with respect to x is

(1/[1-x]2)

If the slope of a line is one then the angle of inclination of that line is …… degree

(45)

Which of the following is the y-intercept of equation 2x = 5y =3

(⅗)

The function f[x] = [x] is differentiable in the interval [-infinity , 0]

(false)

The equation y = +- /x describes a function

(false)

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