Q.14 If {Fn} converges uniformly to F on S; then {Fn} converges ____to F on S.Ans A. constantB. point wiseC. closed subsetD. integerCorrect Ans Provided: B

Q.10 A _____ of a group G is a subgroup H such that αH = H for all automorphisms α of G.Ans A. normal subgroupB. general subgroupC. argumented subgroupD. characteristic subgroupCorrect Ans Provided: D

Q.10 Which of the following is not a characteristic of good information?Ans A. TimelyB. CostlyC. ValidD. ReliableCorrect Ans Provided: B

Q.18 Which one is the Malthus equation?Ans A. dN ÷ dt = N× e^(0.00000111 t)B. dN ÷ dt = log ( A+bt)C. dN÷ dt= (b − d)ND. dN ÷ dt = rNCorrect Ans Provided: C

Q.16 In sin(h) = h + O (h³) ; what is the value of O(h³) ?Ans A. (-1÷3!)×h³B. (1÷2!)×h³C. -(1÷2!)×h³D. (1÷3!)×h³Correct Ans Provided: A

Q.5 The function fj (x) = xʲ ; j ≥ 0; define the infinite series. The nth partial sum of the series is :Ans A. Fj(x) = x- +x²+……+xʲB. Fj(x) = 1- x + x²+……+xʲC. Fn(x) = 1+ ...

Q.2 Let Hi ≤ G for i ∈ {1, . . . , n}. Then which of the following sets doesn’t satisfy the IDP properties ?Ans A. h1 · · · hn = x1 · · · xn, ...

Q.5 Which is the first step towards evaluating?Ans A. Identify the participantsB. Select apt methodsC. Define the purpose and parametersD. Define evaluation questionsCorrect Ans Provided: C

Q.2 Determine the domain of the following function, f(x,y,z)= 1/√(x²+y²+z²−16)Ans A. X²+y²+z²>16B. X²+y²+z²>-16C. X²+y²+z²<16D. All RCorrect Ans Provided: A

Q.17 lim x→∞ (ln x ÷x) ?Ans A. 0 divergesB. ∞ divergesC. ∞ convergesD. 0 convergesCorrect Ans Provided: D