Mth 101 All Current Mid Term Papers Fall 2013 ~ From (20 Dec , 2013 to 1 Jan 2014 )

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All Current Mid Term Papers Fall 2013

From (20 Dec , 2013 to 1 Jan 2014 )
 

Note:

PLZ Must Share Those Papers Files Also where u Study

[M.Yousaf]

Today 29 Dec 2013 was my mth101 paper 

h(t) = |t^2-4| is continuous at t=2   [marks =3]

Implicit Defferentiation dy/dx if xy =x+y+x^2y [marks =3]

Differentiate y=xe^5x+6 [marks=5]

[+ M.Tariq Malik]

Total Questions: 26    Total Marks: 40

Total MCQs of 1 Mark: 20             

Short Subjective Question of 2 Marks: 2

Subjective Question of 3 Marks: 2  

   Subjective Questions of 5 Marks: 2

[+ M.Tariq Malik]

Total Questions: 26    Total Marks: 40

Total MCQs of 1 Mark: 20             

Short Subjective Question of 2 Marks: 2

Subjective Question of 3 Marks: 2  

   Subjective Questions of 5 Marks: 2

[+ M.Tariq Malik]

0 Mcqs   7 from past papers       13 from handouts

(1)   In a rectangular coordinate system the coordinate exes divide the plane into four regions called…

         Cube

        Quadrants

        Circle

(2)   An equation of the form  is called ….

         Parabolic

        Cubic

       Quadratic

(3)   Graph of f(x) =|x| is ……

        Circle shape

       V shaped

        U shaped

(4)   Y=f(x) +3 translation of the function is at 3 is ….. By c units 

        Up

      Down

      Left

      Right

(5)   Graph of y=|x-5| ……… of the graph y=|x| 5 units to the right to get the graph of y.

        Reading

        Translation

        Creating

        Definition

(6)   By the definition  and ………… be on the interval (xo, x1)

      Greater than zero

      Equal to zero

     Less than zero

    Less than and equal to zero

(7)   Let f(x) is the function as x approaches to 0 then the limit from the positive will be …

         

(8)   Cot(x) discontinuous at …….

       Cos(x) =0

       Sin(x) = 0

       Tan(x) =0

      Cot(x) = 0

(9)   If a function is differentiable then the function is also ……… on that point

       Discontinues

       No exit

       Continuous

(10)                        Tan (5-3x) find differentiation w.r.t. x

-3sce² (5-3x)

             3sce² (5-3x)

             3cos (5-3x)

             3cos² (5-3x)

(11)                       Derivative of the  will be solved by …….. Method

             Implicit

            Explicit

            Simple 

(12)                       Constant function has the slope …..

                      Positive

                       Negative

                      Zero

(13)                       Decreasing function has the slope …….

                    Negative

                   Positive

                   Zero

(14)                    Consider two function  then ..................

       ►

       ►

       ►

       ► None of these

(15)                       A function is said to be continuous function if the function is continuous on the interval

       ►

       ►

       ►

       ► None of these

(16)                       According to Power-Rule of differentiation, if  where  is a real number, then

       ►

       ►

       ►

       ►

(17)                       300 = ________

       ►

       ►

    ► 

     ►

(18)                        is a .............number

       ► Integer     

       ► Rational  

       ► Irrational

       ► Natural

(19)                       The equation of line of the form   is known as

       ► Point-slope form

       ► Two points form

       ► Intercepts form

       ► Slope intercept form

(20)                       The set of rational number is a subset of

       ► Integers 

       ► Natural numbers

       ► Odd integers

       ► Real number

Subjective

Question 21

Where the function  will be discontinues?  [2marks]

Question 22

Find dy/dx at (-5, 6)    if x²+y² = 9           [2marks]

Question 23

Does the limit of    exist or not?   [3marks]

Question 24

If  then find the intervals on which function will be increasing and decreasing. [3makrs]

Question 25

Find dy/dx if  by product rule.   [5marks]

Question 26

If  then find all the relative extreme by the first derivative rule. [5marks]

[+ M.Tariq Malik]

subjective
Q.no.1= differentiate with product rule (5 numers)
y=x^-2.(4+3x^-3)
Q.no.2= find dy/dx if x^3+y^3==4 3numbers
Q.no.3= if dy/dx at (-5,6) then x^2+y^2=0 2numbers
Q.no.4= limit x-0 exist or not if
1-cos[X]/x 3numbers

[M.Yousaf]

Today 29 Dec 2013 was my mth101 paper 

h(t) = |t^2-4| is continuous at t=2   [marks =3]

Implicit Defferentiation dy/dx if xy =x+y+x^2y [marks =3]

Differentiate y=xe^5x+6 [marks=5]

 

[+ M.Tariq Malik]

Muhammad Yousaf BSCS thanks 

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