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Thread: MTH 101 Calculus And Analytical Geometry Assignment No.1 Fall Semester 2012

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    18 MTH 101 Calculus And Analytical Geometry Assignment No.1 Fall Semester 2012

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    MTH 101 Calculus And Analytical Geometry Assignment No.1 Fall Semester 2012


    Assignment No. 1
    MTH 101 (Fall 2012)

    Maximum Marks: 15
    Due Date: 12th Nov. 2012

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    Question # 01: 05

    Find the equation for circle with center (1,3) that passes through (4, -1).

    Question # 02: 05

    Given that . Find . Also find the domains of the composite functions.

    Question # 03: 05

    Find . (Use rationalization technique to simplify)


    Hint: (How to rationalize)
    Rationalize the numerator of the expression .
    Step I: find the conjugate of the numerator which is and vice versa.
    Step II: multiply the numerator and the denominator of the expression with the conjugate

    Step III: make sure all the radicals are simplified
    Step IV: simplify the fraction if needed.

    In the same manner we can rationalize denominator too.

    (Note: In order to get full marks, do all necessary steps)
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    Question # 01: 05

    Find the equation for circle with center (1,3) that passes through (4, -1).


    Sol.

    Radius of circle r is the distance between (4, -1) and (1, 3)



    Question # 02: 05

    Given that . Find . Also find the domains of the composite functions.

    Sol.

    fog(x) = f ( g(x) )

    = ( g(x) )2 – 4

    = x-2- 4
    = x-6

    gof(x) = g( f(x) )




    Question # 03: 05

    Find . (Use rationalization technique to simplify)

    Sol.



    When we apply limit as put x= 0 our answer will be 0
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