SSC CGL 2024-10.09.2024-1 SSC Question Paper

SSC CGL 2024-10.09.2024-1 SSC Questions

61.
A pole 10 m long rests slantly against a vertical wall AB making an angle 30° with the horizontal (ground). Find how far the foot of the pole is from the wall (in metres).
A.
15
B.
5 / √3
C.
10
D.
5√3
ANSWER :
D. 5√3
62.
The bar graph given below shows the sales of books from six schools during two consecutive years, 2013 and 2014. What percentage of the average sales of the schools A, B, and C in 2014 is the average sales of schools A, C, and F in 2013?
A.
81.08%
B.
81%
C.
80%
D.
80.08%
ANSWER :
A. 81.08%
63.
A money bag contains one rupee, 5 rupee and 10 rupee coins in the ratio of 3 : 5 : 7 respectively. If the total amount in the bag is ₹980,then find the number of coins of ₹10.
A.
69
B.
70
C.
71
D.
68
ANSWER :
B. 70
64.
Which of the following is the largest 5-digit number divisible by 47?
A.
99999
B.
98888
C.
99969
D.
10000
ANSWER :
C. 99969
65.
If a right circular cone of height 24 cm has a volume of 1232 cm³, then the total surface area of the cone is (use π = 22/7
A.
806 cm2
B.
704 cm2
C.
904 cm2
D.
608 cm2
ANSWER :
B. 704 cm2
66.
Let 0° < t < 90°. Then which of the followings is true?
A.
B.
C.
D.
ANSWER :
C. undefined
67.
Ramesh purchased some items from a dealer on 19 November 2019. The bill generated was for ₹5,480. He had also purchased some items on 10 November 2019 having the bill value of ₹9,800. He cleared both the bills this time and paid the total amount in cash. If the dealer gives a scheme of 2% discount on the payments done within 10 days and 5% for the payments made in cash at the time of purchase, then find the amount paid by Ramesh on 19 November 2019.
A.
14850
B.
14810
C.
14890
D.
14950
ANSWER :
B. 14810
68.
Find the gain percentage, given that Priya sold her scooter for ₹42,564, gaining 1/6th of the selling price.
A.
30%
B.
20%
C.
15%
D.
40%
ANSWER :
B. 20%
69.
If then find the value of
A.
144
B.
146
C.
142
D.
140
ANSWER :
C. 142
70.
The side of an equilateral triangle is 28 cm. Taking each vertex as the centre, a circle is described with a radius equal to half the length of the side of the triangle. Find the area of that part of the triangle which is not included in the circles (use π=22/7 and √3=1.73)
A.
30.89 cm2
B.
38.08 cm2
C.
31.08 cm2
D.
39.08 cm2
ANSWER :
C. 31.08 cm2