SSC CPO 13th Dec 2019 Shift-2

Instructions

For the following questions answer them individually

Question 141

Two points A and B are on the ground and on opposite sides of a tower. A is closer to the foot of tower by 42 m than B. If the angles of elevation ofthe top of the tower, as observed from A and B are $$60^\circ$$ and $$45^\circ$$, respectively. then the height of the tower is closest to:

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Question 142

Study the pie-chart and answer the question:

Total Number of Employees = 1400

If 80% of the number of employees working in the IT department and 40% of the number of employees working in both the HR and Accounts departments are females, then total number of female employees working in these three departments is .........

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Question 143

The sides of a triangular park are in the ratio of 12 : 17 : 25 and its perimeter is 1080 m. The area (in hectares) of the park is .............

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Question 144

Study the graph and answer the question:

The number of families whose monthly expenditures on education are ₹2,500 or more but below ₹4,000 is what percentage more than the number of families whose monthly expenditures on education are ₹4,500 or more but below ₹6,000?

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Question 145

Study the pie-chart and answer the question.

Total Number of Employees = 1400

The number of employees of the company working in the Marketing department is what percentage more than the number of employees working in the IT department?

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Question 146

The population of town B is 300%more than that of town A.For the next two years. the population ofA increases by x% per year and that of B decreases by the same percentage per year. After 2 years, if the population of A and B become equal, then the value of x is .........

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Question 147

Pipe A can fill a tank of capacity 350 litres in $$3\frac{1}{2}$$ minutes. Pipe B can fill a tank of capacity 780litres in $$8\frac{2}{3}$$ minutes. How long (in min)will it take to fill a tank of capacity 1615 litres, if both pipes are opened together?

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Question 148

If Abhi travels a certain distance at 6 km/h. he reaches his destination 12 minutes early, but if he travels at 4 km/h, he reaches his destination 10 minutes late. The speed (in km/h) at which he should travel to reach his destination on time is ........

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Question 149

The number 1563241234351 is:

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Question 150

If $$x^6 - 512 y^6 = (x^2 + Ay^2) (x^4 - Bx^2 y^2 + Cy^4)$$, then what is the value of $$(A + B - C)$$?

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