1) Starting from x0 = 1, one step of Newton-Raphson method in solving the
equation x3 + 3x -7 = 0 gives the next value (x1) as
A) x1 = 0.5
B)
x1= 1.406
C) x1= 1.5
D) x1 = 2
Answer : (C)
2) A
maintenance service facility has Poisson arrival rates, negative exponential
service time and operates on a ‘first come first served’ queue discipline. Break
downs occur on an average of 3 per day with a range of zero to eight. The
maintenance crew can service an average of 6 machines per day with a range of
zero to seven. The mean waiting time for an item to be serviced would
be
A) 16 day
B) 13 day
C) 1 day
D) 3 days
Answer :
(A)
3) The S-N curve for steel becomes asymptotic nearly
at
A) 103 cycles
B) 104 cycles
C) 106 cycles
D) 109
cycles
Answer : (C)
4) In a rolling process, sheet of 25 mm
thickness is rolled to 20 mm thickness. Roll is of diameter 600 mm and it
rotates at 100 rpm. The roll strip contact length will be
A) 5 mm
B)
39 mm
C) 78mm
D) 120mm
Answer : (A)
5) Water at 42°C
is sprayed into a stream of air at atmospheric pressure, dry bulb temperature of
40°C and a wet bulb temperature of 20°C. The air leaving the spray humidifier is
not saturated. Which of the following statements is true?
A) Air gets
cooled and humidified
B) Air gets heated and humidified
C) Air gets heated
and dehumidified
D) Air gets cooled and dehumidified
Answer :
(B)
6) The angle between two unit-magnitude coplanar vectors
P(0.866, 0.500,0) and Q(0.259, 0.966,0) will be
A) 0°
B) -30°
C)
45°
D) 60°
Answer : (C)
7) A lot has 10% defective items.
Ten items are chosen randomly from this lot. The probability that exactly 2 of
the chosen items are defective is
A) 0.0036
B) 0.1937
C)
0.2234
D) 0.3874
Answer : (B)
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