SSC CGL 2023-19.07.2023-2 SSC Question Paper

SSC CGL 2023 Question Papers

SSC CGL 2023-19.07.2023-2 SSC Questions

61.
A shopkeeper allows a discount of 10% on the printed price of his goods and thus gains 20%. What is the ratio between the cost price and the printed price of the item?
A.
4:5
B.
2:3
C.
3:4
D.
1:2
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ANSWER :
C. 3:4
62.
Which number among 34623, 34716, 34782 and 34783 is NOT divisible by 3?
A.
34623
B.
34783
C.
34782
D.
34716
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ANSWER :
B. 34783
63.

In ΔABC, the internal bisectors of ∠B and ∠C meet at O, if ∠BAC = 72°, then the value of ∠BOC is:

A.

136°

B.

110°

C.

126°

D.

146°

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ANSWER :

C. 126°

64.
A saree bought for ₹500 is marked at 16% profit and later on sold at a sales discount of x% on the marked price. If the selling price of the saree is ₹493, find the value of x.
A.
18
B.
17
C.
15
D.
16
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ANSWER :
C. 15
65.
The lateral area of a cylinder is 3168 cm² and its height is 48 cm. Find the volume.
A.
16632 cm³
B.
5544 cm³
C.
5644 cm³
D.
5244 cm³
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ANSWER :
A. 16632 cm³
66.

The following pie chart shows the different coloure dresses worn by 60 students in a college party. Study the pic chart and answer the question that follows.

The degrees (central angle) for the blue coloured dress (sector which represents 40%) is:

A.

180°

B.

120°

C.

60°

D.

144°

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ANSWER :

D. 144°

67.

The wheel of a lorry has radius 182 cm. The number of revolutions (approximately) per minute the lorry wheel will make is _________________ (if the speed of the lorry is 66 km/h).

A.

1144

B.

66

C.

96

D.

100

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ANSWER :

C. 96

68.

If \(
\sec \theta = \frac{4}{3},
\) what is the value of tan²θ + tan⁴θ?

A.

\( \frac{112}{81} \)

B.

\( \frac{16}{81} \)

C.

\( \frac{64}{27} \)

D.

\( \frac{256}{81} \)

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ANSWER :

A. \( \frac{112}{81} \)

69.
Two persons started running on a circular track simultaneously with speeds of 20 m/s and 30 m/s in opposite directions. If the circumference of the circular track is 100 m, then find at how many distinct points they will cross each other?
A.
10
B.
2
C.
5
D.
3
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ANSWER :
C. 5
70.

The seats for Mathematics, English and Chemistry in a school are in the ratio of 6:5:7. If these seats are increased by 20%, 40% and 60%, respectively, the ratio of increased seats is:

A.

9:7:8

B.

1:2:3

C.

9:7:14

D.

7:9:14

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ANSWER :

C. 9:7:14