SSC CGL Tier l 2023 Question Paper Shift 4 (July 20th)

Instructions

For the following questions answer them individually

SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 51


Pass percentage of an examination is 35%. If a student who got 210 marks, failed by 14 marks, then what are the maximum marks of the examination?

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 52


The following pie charts show the data of the number of appeared and passed students of class 12 in sections A, B, C, D and E.

What is the percentage of students who appeared for the exam in section E ( correct to one decimal place)?

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 53


If $$\left(x - \frac{1}{x}\right) = 6$$ and x > 0, find the value of $$\left(x^2 - \frac{1}{x^2}\right)$$.

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 54


What is the value of $$\sec^2 A - \tan^2 A$$?

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 55


The average monthly income of the father and mother is ₹5,000. The average monthly income of the mother and her son is ₹6,000. The average monthly income of the father and his son is ₹10,000. Find the monthly income (in ₹) of the father.

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 56


$$\triangle ABC - \triangle PQR, ar(\triangle ABC) = 16 cm^2$$ and $$ar(\triangle PQR) = 25 cm^2$$. If BC = 20 cm, then QR is equal to:

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 57


X, Y and Z completed a work costing ₹3,400. X worked for 5 days, Y for 7 days and Z for 10 days. If their daily wages are in the ratio of 4: 5: 3, how much amount will be received by X?

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 58


Ram rides at the rate of 36 km/h but stops for five minutes to take a drink at the end of every 10 km. Find the time that Ram will take to cover a distance of 84 km.

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 59


A 15 cm long perpendicular is drawn from the centre of a circle to a 40 cm long chord.
Find the diameter of the circle.

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SSC CGL Tier l 2023 Shift 4 (July 20th) - Question 60


If $$\left(x + \frac{1}{x}\right) = 3\sqrt{2}$$, and $$x > 1$$, what is the value of $$\left(x^8 - \frac{1}{x^8}\right)$$?

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