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Exam Details

DU JAT SHIFT 1 2020

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Questions 100
Duration 180 mins
Package BBA & IPM - Previous Year Papers

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Subject distribution

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Topic distribution

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Subtopic distribution

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Difficulty distribution

Medium 65 65%
Hard 21 21%
Easy 14 14%

Question type distribution

Multiple Choices 100 100%

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Sample

Sample questions from this paper

Questions are selected across the paper subjects wherever the paper contains that variety.

1
2020 · Unclassified
DU JAT SHIFT 1 2020
The figure provided below depicts the function f(x). The values a, b, c, d and e are of the abscissa of the points shown in the figure. Decide which of the statements provided in the options is true?
A
f(a) = 0; f’(a) > 0; f’’(a) < 0
B
f(a) > 0; f’(a) > 0; f’’(a) < 0
C
f(a) < 0; f’(a) < 0; f’’(a) > 0
D
f(a) < 0; f’(a) > 0; f’’(a) < 0
2
2020 · Unclassified
DU JAT SHIFT 1 2020
The figure provided depicts the function f(x). The values a, b, c, d and e are of the abscissa of the points shown in the figure. Decide which of the statements provided in the options is true?
A
‘e’ is a stationary point
B
‘e’ is a point of inflexion
C
The ordinate of f(x) is negative at ‘e’
D
f(x) is decreasing at ‘e’
3
2020 · Unclassified
DU JAT SHIFT 1 2020
The figure provided depicts the function f(x). The values a, b, c, d and e are of the abscissa of the points shown in the figure. Decide which of the statements provided in the options is true?
A
f(b) > 0; f’(c) = 0; f’’(d) > 0
B
f’’(b) < 0; f(c ) > 0; f’(d) = 0
C
f’’(b) < 0; f(c )> 0; f’(d) > 0
D
f’(b) > 0; f’’(c) = 0; f (d) > 0
4
2020 · Unclassified
DU JAT SHIFT 1 2020
AB and CD are parallel lines. Find the angle α.
A
50°
B
60°
C
70°
D
80°
5
2020 · Unclassified
DU JAT SHIFT 1 2020
Pipes A, B and C together fill a tank in 5hrs. Pipe C is twice as fast as pipe B and pipe B is twice as fast as pipe A. How much time will pipe A alone take to fill the tank?
A
20 hours
B
25 hours
C
35 hours
D
30 hours
6
2020 · Unclassified
DU JAT SHIFT 1 2020
If Then which of the following are correct?
I. f (θ) × f (ϕ) = f(θ + ϕ)
II. The value of the determinant of the matrix f(θ)×f(ϕ) is 1.
III. The determinant of f (x) is an even function.
A
Only I
B
Only II
C
Only III
D
I, II and III