SSC CHSL 14th October 2020 Shift-1
For the following questions answer them individually
SSC CHSL 14th October 2020 Shift-1 - Question 51
The compound interest on $$₹ 4,000$$ at the rate of 5% p.a. is $$₹ 630.50$$, then the time period is:
SSC CHSL 14th October 2020 Shift-1 - Question 52
If $$\tan x = \frac{3}{2},$$ then the value of $$\frac{3 \sin x + 2 \cos x}{3 \sin x - 2 \cos x}$$ is:
SSC CHSL 14th October 2020 Shift-1 - Question 53
The value of $$4 + [3(35 + (42 + 10 \div 2 \times 3 - 40)) + 7]$$ is:
SSC CHSL 14th October 2020 Shift-1 - Question 54
The areas of two similar triangles are $$324 cm^2$$ and $$225 cm^2$$. If the altitude of the smaller triangle is 10 cm, then the altitude of the bigger triangle in centimetres,is:
SSC CHSL 14th October 2020 Shift-1 - Question 55
A boat covered a distance of 15 km upstream in 5 hours and a distance of 42 km downstream in 6 hours. The speed of the stream in km/h is:
SSC CHSL 14th October 2020 Shift-1 - Question 56
If $$\sec \theta$$ and $$\sin \theta (0 < \theta < 90)$$ are the roots of the equation $$\sqrt 6x^2 - kx + \sqrt 6 = 0.$$ then the value of k is:
SSC CHSL 14th October 2020 Shift-1 - Question 57
The cost price of 12 pens is equal to the selling price of 8 pens. The profit percentage is:
SSC CHSL 14th October 2020 Shift-1 - Question 58
The length and breadth of a cuboid are increased by 10% and 20%,respectively, and its height is decreased by 20%. The percentage increase in the volume of the cuboid is:
SSC CHSL 14th October 2020 Shift-1 - Question 59
If $$\cos x = \frac{24}{25}, 0 \leq x \leq 90^\circ$$, then the value of $$\cot x + cosec x$$ is:
SSC CHSL 14th October 2020 Shift-1 - Question 60
The given bar graph represents the number of students admitted in four schools (S1, S2, $3, S4) during two consecutive years 2017 and 2018.
What is the average number of students admitted to all schools in 2018?
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