Mathematics II 2018-objective

Question Paper Details
Tribhuwan University
Faculty of Humanities and Social Sciences
OFFICE OF THE DEAN
2018-objective
Bachelor of Computer Applications
Course Title: Mathematics II
Code No: CACS154
Semester: Second Semester
Full Marks: 60
Pass Marks: 24
Time: 3 hours
Candidates are required to answers the questions in their own words as far as possible.

Group A

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Attempt all the questions. [10x1 = 10]

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1. For all rational values of n, is equal to


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2. If  then f(x) is said to be

a) Removable discontinuity    

b) An ordinary discontinuity    

c) Infinite discontinuity    

d) Finite discontinuity

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3. Derivative of tan-1x is equal to


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4. The value of is equal to,

a) ex    b) 1    c) 0    d) -1

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5. The differential equation:is known as

a) Second degree second order

b) Second degree first order

c) First degree second order

d) First order second degree

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6. One important condition to satisfy Rolle's Theorem by a function f(x) in [a, b] is

a) f(a) > f(b)    b) f(a) < f(b)    c) f(a) = f(b)    d) f(a) = f(b) ≠ 0

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7. Formula for the composite trapezoidal rule is


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8.While applying Simpson's 3/8 rule the number of sub-interval should be

a) Odd    b) 8    c) Even    d) Multiple of 3

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9. In Gauss Elimination method the given system of simultaneous equation is transformed into

a) Lower tri-angular equation    b) Unit matrix    c) transpose matrix    d) upper triangular matrix

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10. In Newton-Raphson method, if xn is an approximate solution of f(x) = 0 and f /(xn) ≠ 0 the next approximation is given by


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