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MTH101 Grand Quiz + Mid Term Quiz Fall 2020 Prepartion Material Due Date: 30-12-2020

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Calculus And Analytical Geometry - MTH101 All In One Mid Term Papers

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Calculus And Analytical Geometry - MTH101 All In One Mid Term Papers

MTH101 Grand Quiz 2020 Solved MCQs for grand quiz preparation

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MTH101-Solved-Grand-Quiz-2020.doc

 

MTH101-Solved-Grand-Quiz-2020 by Mehboob Shah

 

 

 

  1. what is the value of (cos x.tanx)/x as x approaches to zero.(none of these)

2.Derviate of cos 4x by using chain rule is (-4 sin 4x)

3.If a truck travels 100 miles over a straight road in a 5-hour period, then the average velocity of the truck will be (20miles per/hour)

  1. The derivative of y=Cosecx at x=0 is(0)

5.if f(x)=secx and g(x)=csc(x),then the derivate of f(x) x g(x) is(-sec x csc x cot x+csc x sec x tan x)

6.If y=x^2 then average rate of change of y with respect to x over the interval{1,2}

Note:x^n means x to the power’n’

Answer:2

7.Finding the derivative dy/dx of sins (xy) +2xy+In(xy)=10,is compound using-----------differentiation.(Implicit)

8.The derivative of a variable with respect to itself is equal to -----------(1)

9.usually the number which signifies the idea of

   F(x) being as close to limit L as want to be must be a/an--------------(Integer)

10.45 degrees corresponds to -----radians. (pi/4)

11.Which of the following is x –intercept of a parabola represented by the equation=x2+2x(1 and -2)

12.let a car ,moves from lower mall with the average velocity of 100km/h and after covering the distance 50km.the car reach at the airport Lahore. The time elapsed is(1/2)

13.In the graph of equation

Y =4x+3

Symmetric about origin? (no)

14.The interval (-3,2) denotes the set of all-----------------between -3and 2.(Integers)

15.The derivative of 5 sin(x+1)by using g chain rules ------------5cos(x+1),,,

16.A function is continuous on an interval if it is continuous ---------------of the interval. (At every point)

17.What is the derivative of  (21x-1/2)

18.The base ‘e’ of natural logarithm is ----------------(irrational)

19.If a slope of the line is Zero then that line is --------------------(Parallel to x-axis)

  1. The set {x:1<x<2} cab be expressed by which of the following interval?(-infinty,1)U(2+infinity)

21.If two lines have slopes -5 and 1/5 respectively, then these two lines are ----------------(perpendicular to each other)

 

22.The inequality:

{1/x}<1

Can be simplified to which of the following? (1-x)<0

23.60 degrees corresponds to-----------radians. (pi3)

24.φ is differentiable function if it is differentiable on the interval -----------------(-infinity, +infinity)

25.What is 3cot(2x)?(-6cosec2(2x)

26.What is the derivative of cosec(11x)?(-11 cos ec(11z)cot(11x))

27.x0          where x ≠ 0 is equal  to----------------------------(1)

28.What is derivative of cos(45)?(-sin45)

29.Every real number corresponds to-------------on the co-ordinate line. (Infinite numbers of point)

30.If  f(x) =x and g(x) =x2 Then (fog) x is (x2)

31.The derivative of  (x2+1)2 is ---------------(4x(x+1)

32.if f(x) =x2 and g(x)= tan2 x,then the derivative of f(x) X g(x)     =(None of these)

33.A function f(x) = x/{x} is (continuous at x=1)

34.(f.g)=f’.g –f.g’(True)

35.Graph of f(x+c) will be the same as the graph of

   F(x) by shifting f(x) on ----------by c units. (left side)

36.Which of the following is solution of equation :

      [4x +7]=-3

Answer=x =-1 and  x=-5/2

37.If y = sin(10x+5) then its derivative by chain rule is ----------    10(sin(10x+5)

38.What is the derivative of (sinx+ cos(2x22))22?

22(cos x -2 sin 2x)21

  1. (none of these)

 

41.If (0,0) and (2,2) are any two points on a curve then the average speed of a particle passing through this curve from (0,0) to (2,2) is-----------------(2)

42.If a slope of line is undefined then that line is ---------------(Parallel to x-axis)

43.Value of the derivative of ‘f(x)=tanx’ at

X=pi=180 degrees (0)

44.Which of the following point satisfies the equation:2x+5y-15? (5,1)

45.if f(x)=x^(3/2) then f’(1)=

     Note:x ^n means ‘x’ to the power ‘n’(1)

46.If xy=3,then dy/dx=-3/x(True)

47.When knowing ‘x’ does not lead directly to ‘y’ then the function is said to be ------------(Explicit)

48.When knowing ‘x’ doent not lead directly to ‘y’,then the function is said to be ----------(Implicit)

49.In xy-plane both x and y are positive in ------quadrant. (First)

50.if f(x) =x5 and g(x) =x2 ,then the derivative of f(x)/g(x) is(none of these)

51.If x =f(y) and y =x then df/dx =------------------(Cannot be evaluated)

52.0.121212 is an example of------------------(rational numbers)

53.If we =f(x) and x=g(t) then dw/dt is giving by---------------(df/dx)(dx/dt)

54.If Y=3x, then instantaneous rate of change of ‘y’ w.r.t at ‘5’ is (2)

55.What is the derivative of 3sec(x)

3sec(x)tan(x)

56.The slope of the tangent line to y=x^2+5 at x-2 is--------------

    Note: where x^n denotes the nth power of x.(4)

57.What is the value of the sin3x/6x; as x approaches to zero?1/2

58.If the slope of the line is zero ,then Angel of INCLINATION of that line is-------------degree.(0)

59.Let  f(x)=x+5 and g(x)=x2 -3  then (f-g)(x)?-x2+x+8

60.A function f(x) is differentiable on (a,b) if it is differentiable at----------pointin (a,b)((((((each))))

  1. Derivative of straight line parallel to X-axis is------------(Zero)

62.If the function f and g are continuous at c,then

f o g is------------at c.(continuous)

63.If y = f(u) and u =g(x),then dy/dx =-----------(using chain rule)

Answer(dy/du)(du/dx)

  1. If f(x)=x sin(x), then which of the following is the derivate of f(x)

Xcos(x)+sin(x)

65.which of the following option describes the graph of equation  :x2+y2=1

Answer: A circle centered at origin and its radius is 1

66.The derivative of Sin(3x) at the x=0 is ----------------(3)

MTH101-Grand-Quiz-Mega-File_

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MTH101 Grand Quiz + Mid Term Quiz Fall 2020 Prepartion Material

 

Rule: Cut and paste won’t work. Have to type the words and look for the question.

This is my hard job watch and typed from you tube.

All question from 2020 only

BEST OF LUCK….

  1. what is the value of (Cosx.Tanx)/x as x approaches to zero. (none of these) or 1

2.Derviate of cos 4x by using chain rule is (-4 sin 4x)

3.If a truck travels 100 miles over a straight road in a 5-hour period, then the average velocity of the truck will be (20miles per/hour)

  1. The derivative of y=Cosecx at x=0 is(0)

5.if f(x)=secx and g(x)=csc(x),then the derivate of f(x) x g(x) is(-sec x csc x cot x+csc x sec x tan x)

6.If y=x^2 then average rate of change of y with respect to x over the interval {1,2}

Note:x^n means x to the power’n’

Answer:3

7.Finding the derivative dy/dx of sins (xy) +2xy+In(xy)=10,is compound using-----------differentiation.(Implicit)

8.The derivative of a variable with respect to itself is equal to -----------(1)

9.usually the number which signifies the idea of

   F(x) being as close to limit L as want to be must be a/an--------------(Integer)

10.45 degrees corresponds to -----radians. (pi/4)

11.Which of the following is x –intercept of a parabola represented by the equation=x2+2x(1 and -2)

12.let a car ,moves from lower mall with the average velocity of 100km/h and after covering the distance 50km.the car reach at the airport Lahore. The time elapsed is(1/2)

13.In the graph of equation

Y =4x+3

Symmetric about origin? (no)

14.The interval (-3,2) denotes the set of all-----------------between -3and 2.(Integers)

15.The derivative of 5 sin(x+1)by using g chain rules ------------5cos(x+1),,,

16.A function is continuous on an interval if it is continuous ---------------of the interval. (At every point)

17.What is the derivative of  (21x-1/2)

18.The base ‘e’ of natural logarithm is ----------------(irrational)

19.If a slope of the line is Zero then that line is --------------------(Parallel to x-axis)

  1. The set {x:1<x<2} cab be expressed by which of the following interval?(-infinty,1)U(2+infinity)

21.If two lines have slopes -5 and 1/5 respectively, then these two lines are ----------------(perpendicular to each other)

 

22.The inequality:

{1/x}<1

Can be simplified to which of the following? (1-x)<0

23.60 degrees corresponds to-----------radians. (pi3)

24.φ is differentiable function if it is differentiable on the interval -----------------(-infinity, +infinity)

25.What is derivative 3cot(2x)?(-6cosec2(2x)

26.What is the derivative of cosec(11x)?(-11 cos ec(11z)cot(11x))

27.x0          where x ≠ 0 is equal  to----------------------------(1)

28.What is derivative of cos(45)?(-sin45)

29.Every real number corresponds to-------------on the co-ordinate line. (Infinite numbers of point)

30.If  f(x) =x and g(x) =x2 Then (fog) x is (x2)

31.The derivative of  (x2+1)2 is ---------------(4x(x+1)

32.if f(x) =x2 and g(x)= tan2 x,then the derivative of f(x) X g(x)     =(None of these)

33.A function f(x) = x/{x} is (continuous at x=1)

34.(f.g)=f’.g –f.g’(True)

35.Graph of f(x+c) will be the same as the graph of

   F(x) by shifting f(x) on ----------by c units. (left side)

36.Which of the following is solution of equation :

      [4x +7]=-3

Answer=x =-1 and  x=-5/2

37.If y = sin(10x+5) then its derivative by chain rule is ----------    10(sin(10x+5)

38.What is the derivative of (sinx+ cos(2x22))22?

22(cos x -2 sin 2x)21

  1. (none of these)

 

41.If (0,0) and (2,2) are any two points on a curve then the average speed of a particle passing through this curve from (0,0) to (2,2) is-----------------(2)

42.If a slope of line is undefined then that line is ---------------(Parallel to x-axis)

43.Value of the derivative of ‘f(x)=tanx’ at

X=pi=180 degrees (0)

44.Which of the following point satisfies the equation:2x+5y-15? (5,1)

45.if f(x)=x^(3/2) then f’(1)=

     Note:x ^n means ‘x’ to the power ‘n’(1)

46.If xy=3,then dy/dx=-3/x(True)

47.When knowing ‘x’ does not lead directly to ‘y’ then the function is said to be ------------(Explicit)

48.When knowing ‘x’ doent not lead directly to ‘y’,then the function is said to be ----------(Implicit)

49.In xy-plane both x and y are positive in ------quadrant. (First)

50.if f(x) =x5 and g(x) =x2 ,then the derivative of f(x)/g(x) is(none of these)

51.If x =f(y) and y =x then df/dx =------------------(Cannot be evaluated)

52.0.121212 is an example of------------------(rational numbers)

53.If we =f(x) and x=g(t) then dw/dt is giving by---------------(df/dx)(dx/dt)

54.If Y=3x, then instantaneous rate of change of ‘y’ w.r.t at ‘5’ is (2)

55.What is the derivative of 3sec(x)

3sec(x)tan(x)

56.The slope of the tangent line to y=x^2+5 at x=2 is--------------

    Note: where x^n denotes the nth power of x.(4)

57.What is the value of the sin3x/6x; as x approaches to zero?1/2

58.If the slope of the line is zero ,then Angel of INCLINATION of that line is-------------degree.(0)

59.Let  f(x)=x+5 and g(x)=x2 -3  then (f-g)(x)?-x2+x+8

60.A function f(x) is differentiable on (a,b) if it is differentiable at----------pointin (a,b)((((((each))))

  1. Derivative of straight line parallel to X-axis is------------(Zero)

62.If the function f and g are continuous at c,then

f o g is------------at c.(continuous)

63.If y = f(u) and u =g(x),then dy/dx =-----------(using chain rule)

Answer(dy/du)(du/dx)

  1. If f(x)=x sin(x), then which of the following is the derivate of f(x)

Xcos(x)+sin(x)

65.which of the following option describes the graph of equation: x2+y2=1

Answer: A circle centered at origin and its radius is 1

66.The derivative of Sin(3x) at the x=0 is ----------------(3)

67.if as x approaches 1(lim2x-2)=2

Then by the definition of limits, for any positive numbers e(epsilon)we can d (delta) such that-------------(I (2x-2) <e if x satisfies 0<{x-1}<d

68.Derivative of absolute value function:

       F(x)=Abs(x)={x} at  x=2 is  Answer is “1”

69.The equation ,y =f(x)=logb(x),is read as-------------(log base b of x)

70.Value of x at which the derivatives of both function f(x) =sinxand g(x)=cosx are equal ,is :

Note: π=180 degrees    answer-----------(-π/4)

71.If f is continuous on [a,b] and if f(a) and  f(b) have opposite signs, then there is-------------one solution of the equation f(x)=0 in the interval(a,b)(at least)

72.What is derivative of sin(x) at x=π/2(0)

73.Slopes of secant line joining points (2,3) and (3,2) is -------------(-1)

74.Derivative of sin(u5)is----------------(5u5 cos u5)

75.Slopes of secant line joining points (1,1) and (3,4) is-------------1.5 answer

76.the set{x:1>x>2} can be expressed by which of the following interval? (1,2)

77.the function has f(x)=[x] has no derivative at x=0 because there is a ---------at that point(Discontinuity)

78.If a car travels  75 miles over a straight line in a 3-hour period, then we say that  the average

Velocity of the car  is-------------miles per hour.(75/3)

  1. (none of these)

80.If the slope of a function is zero, then which of the following is true about it. (The function should be constant)

82.Which of the following is equation of circle centered at origin and radius 1 ?(x2) +(y2)=1

83.Wich of the following describes the equation:

Y=2?  (A point (0,2)

84.if the function is differentiable at a point then it is also -----------------at that point. (Continuous)

85.A functions f is continuous at a point x=a if f(a) is defined, lim f(x) as x approached to ‘a’ exists and----

[lim f(x)=f(a)]

  1. (not defined in R)

87.let f(x) =2 and g(x)=x2+1 then (f-g)(x)=?(1-x2)

  1. Graph of the equation x2+y2=9 represents a(circle)

89.If f(x)=(107)^2 then f’(2)=

NOTE:x^n means ‘x’ to the power ‘n’…. answer “0”

90.If g(x)=8 tan x – 5 cot x, then g(x) is

Answer. (8 sec2 x+5 cosec2x)

91.At each point of domain, the function ------------(is defined)

92.Let f(x) =√x+y then f(-2) =----------------------------(not defined in R)

93.The Inequality,

{(5x+1) /x} < 1

Can be simplified which if the following. ((4x+1) <0

94.Value of the derivate of g(x)=8 10 cosx at

X=0 is (0)

95.Which of the following is y –intercept of a parabola represented by the equation: y=x2+2x-3

Answer (f6.If f (x) =sinx and g (x)=x2, then the derivative of f(x)/g(x) is([x2 cos(x) -2xsin(x]/x4

97.what is the derivative of (3x2 +1)52?

ANS====52(3x2 +1)51

98.log10 1 = answer “0”

99.The derivative of (x+1)^1/2 is-------(1/2{(x+1)^-1/2

100.If y=x+1 ,then average rate of change of ‘y’ w.r.t ‘x’ over the interval [1.5,2.5] will be -----------(1)

101.d(tanx)/dx=---------(square of secx)

102.whatis the derivative of sin(x2)?(2x cos x2)

103.To differentiate xy=1 is an example of ---------------differentiation. (Implicit)

104.At a ---------to any graph, a tangent line does not exist because the slopes of the secant lines do not have a two sided equal limits. (Corner point)

105.Derivative of difference equal to------(Difference of the derivatives)

106.If(x)=xcos(x),then which of the following is true about it?

 ANS:   Its derivative with respect to x is      -xsin(x) +cos(x)

107.The graph of equation of a -----does not represent a function.(Line)

108.Derivative of x w.r.t cos ecx is ----------------(-cos ecx.cot x)

109.Let f(x) =1/x+3,which of the following is domin of f(x)?

(-∞,-3) u (-3,∞)

110.If f(x)=cosx and g(x)=x2.Then (g.f)x is(cos x)2

111.The inequality,

6<-2x<4

Can be simplified to which of the following?

Ans:-3<x<-2

112.The value of ‘e’ is approximately equal to (2.71)

113.logbM+Logb N=---------------(Logb MN)

114.Whicho fthe following is y –intercept of a line represented by equation, 5y=-2x+16(16/5)

  1. A function f is called continuous from the right at point c if f(c) is defined and right hand limit f(x) exist and ======Lefthand limt f(x) =right hand limit f(x)=f(c)
  2. Let f(x)=x+5 and g(x)=x2 -3 then f(g(x))=?(X2+2)

117.The point 4 lie in the interval (-infinity,5)====false

118.let g(x) =3x-5f(x) where df(x)/dx=3

 The derivative of g(x) t x=3 is (9) or -12

119.The derivative of (1/sinx) is------------Cosec(x)

 

120.The derivative of f(x)=Sin(cos(4x)) by u sin g chain rule is-------------(-4 cos(cos(4x))sin(4x)

121.Inx^2 can be written as (2Inx)

  1. A function f is said to be continuous on a closed interval[a,b] if it is continues from the right at 'a' and 'f' is continuous from the left at 'b' and 'f’ is continuous (a,b) or [a,b]

123.If a function is differentiable at a point then it is continuous at that point. The converse is(true)

124.What is the derivative of sin(xπ)?(π(x)x-1 cos(xπ)

125.If(0,0) and (2,2) are any two points on a curve then the slope of a line parallel to the secant though these points is--------------1 answer

126.Let y=x^2+1

Then the average rate of y with respect to x over the interval [2,1] is(((3))))

  1. What is the derivative of tan(3x2+1)?(6x sec2(3x2 +1)
  2. . A function f is called continuous from the left at point c if f(c) is defined and left hand limit f(x) exist and ======Lefthand limt f(x) =right hand limit f(x)=f(c)

129.Derivative of 9y+1) w.r.t ‘x’ is --------------(dy/dx)

130.If f(x) approaches to L as x approaches to a from left and right then f(x) is in the interval

(l-e,l+e)where e is a small positive number

131.Drivative of sin 4x by using the chain rule is ---------------(4 cos 4x)

132.d(-2x+3cosx)/dx=(-2+3sinx)

133.if f(x)=x2 sin (2x), then the derivative of f(x) is=============2x cos(2x) +2x sin(2x)

134.The slope of horizontal line is (zero)

135.if y=c (a constant0then the average rate of  change of y with respect to xover the interval[0,1] is  NONE OF THESE

  1. Value of the derivative of ‘f(x)=tanx’ at

X=pi,is------------

Note pi=180 degrees (0)

137.if y =f(sin t) and y=t then(df/dy)=--------------------------cos y

138.The inequality L_e<f(x)<L+e can be written as----------------------|f(x)-L|<e

139.Graph of the f(x) is the same as the graph of cf(x)--------------vertically if c>1(stretched)

140.Let f(x)=x-3 and g(x) =2x then +g)(x)=?  3x-3

141.pi radians corresponds to-----degrees.(180)

142.Graph of the equation y=x2-9x+5 represents a (parabola)

143.if f(x) =tan2(x5), then the derivative of f(x) is-----------------10x4 sec2 (x5)tan(x5)

144.Let f(x) =3/x, which of the following is domain of f(x)?(-00,0) u (0,00)

145.In Implicit differentiation dy/dx involves variable of (both x& y)

146.An ordered pair corresponds to-----------------in the plane(A unique point)

  1. Which of the following is slope of a line segment joining the points (4, 3) and (−2, 3)?)?1/7

148.Value of derivative of f(x)=sin(sin x) at x=0 is (((((((((((1))))))))))))))))))

149.if f(x) =sin4(x2),then the derivative of f(x) is---------------------(x sin3 (x2)cos(x2)

150.The implicit differentiation of y2=gives dy/dx=---------------1/2y

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

152.To each point on a co-ordinate line, there is associated-----------------(A real numbers)

153.If y=f(sin t) and y =t then (df/dy)= cos y

 

154.Graphically the function y=c represents -------line.(Vertical)

  1. If F(x) =(sec x + x4)5, then the derivative of f(x)is-----------------5(sec x+x4)4(sec(x)tan(x) +4x3)

156.. Let f(x)=x-3 and g(x) =x3 then (f+g)(x)=(x3+x-3)

157.The derivative of compostion of functions can be found by using------------(Generlized derivative formula)

158.If f(x)=ax+bx+c,then its derivative with respect to x is-------------(a+b)

159.-let f(x) =x+a then f(-1) = 0

160.The cotangent function is defined by cot x= cosx/sinx(True)

  1. The derivative of (sin(cos x)) is------- -cos(cos x).sin x

162.velocity is the rate of change of positive w.r.t----------TIME

163.Average rate of change in ‘y’ w.r.t ‘x’ represents the slope of------line on the graph.(tangent)

164.If a secant line is drawn between two points P and Q on a curve, then the slopes of this secant line =

(f(x2)-f(x1)

165.Which of the following is midpoint of the lines segment joining points (1.3) and (1.5)?(1.4)

166.Log with the base ‘e’ is called---------------log.(Inverse)

167.If g(x)=3x2 theng’(2) will be-------? Answer 12

168.At a corner a tangent line does not exist because the slopes of the secant lines do not have a (two sided)limit(True)

169.Usually the numbers that signifies the ideas of f(x) being as close to limit L as want to be must be a/an-------(Integer)

170.What is the derivative of cos ec(x4)?(-4x3 cos ec(x4)cot(x4)

171.the derivative of 1/-x+1 with respect to x is      1/(1-x)2

172.The derivative of 1/-x+1 with respect to x is--------1/(1-x)2

  1. Let f(x)=x-5 and g(x)=2x then f(g(x)) =? 2x-3

174.if y=2x then instantaneous rate of change of ‘y’ w.r.t at x=2 is-------(2)

175.If y=9cos(3x) then value of y at x=π is(-9)

176.If f(x)=8x,then f(2) is-----(8)

  1. The function has f(x)=[x] is differentiable at x=0(True)

178.g(x)=[x+3] is the composition of two functions.one is (x+3) and the other is------------------[x]

179.If f(x)=1/x then which of the following is true about it.(Its derivative with respect to x is (-1/x^2)

 

  1. Which of the following is solution of equation: [x-3]-4=3(X=10 and x=-4)

181.What is the derivative of cos ec(x4)?(-4x3 cos ec(x4) cot(x4)

182.On the straight line the tangent at any point coincide with line-------(nowhere)

183.If f(x)=x^2+2x+3 then which of the following is true about it.

Note:where x^n denotes the nth power of x.(its derivative will be equal to 2x+2)

184.[x-3]<1 implies(2<x<4)

185If f(x)=x5+10, then which of the following is true about it?(its derivative is 5x4)

  1. If two lines have slopes -3 and 1/3 respectively, then these two lines are ----------------(perpendicular to each other)

187.How many real number exist between any two integers? (Infinite)

188.If y(x) =tan x, then y”(x) is-----------------2sec2(x)tan(x)

189.If y=x^2 then which of the following is true about it over the interval [3,4]

Note: where x^n denotes the nth power of x.(The slopes of the secant line is 9)

  1. What is the average rate of change of y with respect to x over the interval [0,1] if y=6x^2

NOTE:x^n means ‘x’ to the power ‘n’(6)

191.derivative of a graph of straight line bisecting the second and fourth quadrants is-------(-1)

192.If f(x)=cosx5, then which of the following is true about it (Its derivative w.r.t x is -5x4 sin x5

193.If a body in the time interval of five minutes. Covers the distance of five hundred meters then its average speed is------100 meter/min

  1. If f (x)=1/x ,then which of the following is NOT true about it.

  NOTE: where x^n denotes the nth power of  x       (it is not differentiable at x=0)

195.Let f(x)=x-3 and g(x)=2x then f(g(x)=?    2x-3

  1. Which o fthe following is equation of a line that passes through the point (5.-3) and whose slopes is -1? Y=-x+2
  2. Chain rule says that if 'g' is differentiable at a point x and'f' is differentiable at the point g(x) then compostion of f(g(x) is differentiable at the point ‘x’. True
  3. The derivative of f(x) = sin(cos(4x)) by u sin g chain rule is........(-4cos(cos(4x)sin(4x)

199.Let y=x^2+1

Then the instantaneous rate of change of y with respect to x at the point -2 is                       -4

200.On the geometrical figure like square, the points where the derivative does not exist are     CORNERS

  1. The average velocity of any object can be represented geometrically by-----------------the slope of the secant line

202.Sinx.Cosx and Tanx are called---------functions.(Trignometric)

 

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MTH101 Grand Quiz Midterm 2020

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MTH101 – Calculus And Analytical Geometry

In MTH101 Calculus And Analytical Geometry we have you covered with Digitized Past Papers From Fall of Mid Term and Final Term.

FINAL TERM
MTH101 Final Solved_BabarPiya                               View     Download
MTH101 Final Solved_BabarPiya2                             View     Download
MTH101 Final Term Solved-BabarPiya                       View     Download
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MTH101 Fnal Term Solved-BabarPiya8                       View     Download
MTH101_Final_Term_Solved                                       View     Download
MID TERM
MTH101 Mid Term Fall 2009 – SOLVED_3                           View     Download
MTH101_01_mid_Fall2008-1                                                View     Download
MTH101_02_MID_Spring2009-1                                           View     Download
MTH101_02_MID_Spring2009-2                                           View     Download
MTH101_Mid_2009_Paper4                                                  View     Download
MTH101_Mid_2009_Paper6                                                  View     Download
MTH101_Mid_2009_Paper7                                                  View     Download
MTH101_Mid_2009_Session9                                               View     Download
MTH101_Mid_2010_Solved_                                                 View     Download
MTH101_Mid_Fall_Paper2                                                     View     Download
MTH101_Mid_Spring_2009_Paper3                                       View     Download
MTH101_Mid_Spring_2009_Paper10                                     View     Download
MTH101_Mid_Spring_2010_Paper1                                       View     Download
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MTH101_mid_term_4_                                                             View     Download

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MTH101 MIDTERM AND FINAL TERM SOLVED PAPERS


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