Integration Mcqs|Ch:03| Fsc Math Second Year

Integration Mcqs|Ch:03| Fsc Math Second Year consist of 100+ Multiple Choice Questions. Prepare these mcqs for Fsc, ECAT and other examinations. These mcqs are very helpful for preparing NTS and PPSC exams. The mcqs were uploaded on daily basis so keep visiting this website. ONCE the material is completely uploaded then Explanation of each mcqs and videos will be provided very soon.

Q.1   Differential of y is denoted as

(a)        dy ‘

(b)      \frac{dy}{dx}

(c)     dy

(d)     dx

(Lahore board,2007)

c

Q.2 Differential of x is denoted as

(a)        1

(b)      \frac{dx}{dy}

(c)     dy

(d)     dx

c

Q.3    Integration is the reverse process of

(a)     tabulation

(b)     sublimation

(c)     classification

(d)     differentiation

d

Q.4    For n \neq  – 1  , \int x^{n} dx =

(a)    \frac{x^{n+1}}{n} + c

(b)  \frac{x^{n-1}}{n-1} + c

(c)  \frac{x^{n+1}}{n+1} + c

(d)  x^n + c

(Lahore board,2008)

c

Q.5  \int \frac{d}{dx}x^n dx =

(a)    \frac{x^{n+1}}{n} + c

(b)  \frac{x^{n-1}}{n-1} + c

(c)  \frac{x^{n+1}}{n+1} + c

(d)  x^n + c

d

Q.6  \int ln xdx =

(a)     x ln x – x

(b)    x – x ln x

(c)     x log_a x + x

(d)    \frac{1}{x} ln x

(Gujranwala board,2007,  Lahore board,2008)

a

Q.7  \intsec5x tan5xdx =

(a)     5 sec5x+c

(b)    \frac{1}{5} secx+c

(c)    \frac{sec5x}{5}+c

(d)    \frac{tan5x}{5}+c

(Lahore board,2008)

c

Q.8   \int – sinxdx =

(a)     sinx

(b)     cosx+c

(c)     -cosx+c

(d)     – sinx +c

(Lahore board,2007)

b

Q.9  \intcos2xdx=

(a)     – 2sin2x+c

(b)     2 sin2x+c

(c)  –   \frac{1}{2} sin2x +c

(d)     \frac{1}{2} sin2x +c

(Lahore Board,2006)

d

Q.10   If n\neq -1 , then \int [f(x)]^n f ‘(x) dx =

(a)    \frac{[f(x)]^{n-1}}{n}+c

(b)    \frac{[f(x)]^{n-1}}{n-1}+c

(c)    \frac{[f(x)]^{n+1}}{n+1}+c

(d)    n[f(x)]^{n-1}+c

(Gujranwala board,2005)

c

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