JNU MCA Entrance Question Papers 2006 with Answers

JNU MCA Entrance Question Papers 2006 with Answers.

JNU MCA Entrance Question Paper 2006 With Answers Solution Free Download  JNU MCA Entrance 2006 Question Paper, This JNU MCA Entrance 2006 Question will help all the students for their exam preparation, here the question type is MCQ i.e multiple choice question answers, if this JNU MCA Entrance 2006 question paper in pdf file for JNU MCA Entrance you can download it in FREE, if JNU MCA Entrance 2006 paper in text for JNU MCA Entrance you can download JNU MCA Entrance 2006 page also just Go to menu bar, Click on File->then Save.

The question paper for the entrance examination will consist of multiple choice questions. Syllabus:
10+2/Graduate level Mathematics and Probability, Graduate level Computer Science and General Aptitude.

JNU MCA Entrance Question Papers 2006 with Answers

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 If in a triangle ABC, sin A, sin B, sin C are in AP, then
(a) the altitudes are in AP

(b) the altitudes are in HP

(c) the altitudes are in GP

(d) None of these

 lim (2k^1/n – 1)ⁿ is equal to        n→∞

(a) k²

(b) 2k

(c) 2 In (k)

(d) None of these

 The direction vector along which the function ¦ (x, y) =  decreases most rapidly at the point (1, 1) is given by

(a) (1/ , 1/  )

(b) (1/ , – 1/  )

(c) (- 1/ , – 1/  )

(d) (-1/ , 1/  )

 Let ¦ (x) = x³, x Î [ɑ, b] and the value of the determinant     is equal to (- 16) Then b – ɑ is equal to

(a) 0

(b) 1

(c) 2

(d) 4

For the integral ∫₀ tanⁿ x dx is equal to (- p), the least positive value of n is equal to    

(a) 3/2

(b) 5/2

(c) 3

(d) 5

Let y be an implicit function of x given by x⁴ — axy² — a³y = 0. If y is maximum, then
(a) 3xy+4ɑ² = 0

(b) 3xy-4ɑ² = 0

(c) 4x⁴ + a³y = 0

(d) 3xy+ 4ɑ  = 0
Let z = z (x, y) be an implicit function of x, y for all x >0, y >0, given by xyz² + x²y – xz⁴+ y²z² = 0.  Then z is a homogenous function of degree
(a) 1

(b) 2

(c) 1/2

(d) 1/4
The address lines required for a 256 K work memory are
(a) 8

(b) 10

(c) 18

(d) 20
A sequential circuit is one in which the state of the output is
(a) entirely determined by the states of the input

(b) determined by the present input as well as past state

(c) unpredictable

(d) not possible at all

If sin (ɑ + β) = 1 and sin (ɑ – β) = ½ where ɑ, β Î [0, p/2], then  is equal to

(a) 1

(b) 2

(c) 3

(d) 4

Propositional formula P ˄ (Q˅R) → [(P˄Q) ˅ (P˄R)] is a

(a) tautology

(b) contradiction

(c) contingency

(d) None of these

 

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