# Target SSC CGL | 10,000+ Questions | Quant Questions For SSC CGL : Day 95

This is the new year with new goals, new experiences and lots of exams to be scheduled soon. SSC CGL has recently released the exam dates so now it is time to gear up your preparations and try hard to get success. ADDA247 never fails to deliver something new and fruitful for you all. This time also we are providing you the best study plan as well as a study material. We are here going to prepare your Quantitative Aptitude section for the SSC CGL. In this article, we are providing you the details that how we are going to help you to clear the examination this year. We ADDA247 is going to provide you daily tests for all the subjects. The topic-wise quiz will be done from January till April. This will help you to get a deeper knowledge of all the topics and will prepare you thoroughly.

Q1. Find the length of the longest pole that can be placed in a room 32 m long, 16 m broad and 11 m high? (upto 2 decimal)
(a) 78.22 m
(b) 39.61 m
(c) 46.26 m
(d) 37.42 m

Q3. Find the radius of a hemisphere with maximum volume inside a cone of height 85 cm and diameter 264 cm.
(a) 82.46 cm
(b) 71.46 cm
(c) 69.31 cm
(d) 52.31 cm

Q4. The height of a cone is 42 cm. The cone is cut parallel to its base such that volume of cone and frustum so formed is in the ratio 8: 19. Find at which height from base cone is cut?
(a) 24 cm
(b) 28 cm
(c) 14 cm
(d) 16 cm

Q5. The radii of the two circular faces of the frustum of a cone is 6 cm and 8 cm. If the height of frustum is 63 cm, find the volume (in cm³)?
(a) 7698 cm³
(b) 8967 cm³
(c) 16798 cm³
(d) 9768 cm³

Q6. It takes 6 ltrs to paint a surface of a solid sphere if this solid sphere is sliced into 4 identical pieces, how many litres will be required to paint all the surfaces of these 4 pieces?
(a) 14 ltrs
(b) 8 ltrs
(c) 12 ltrs
(d) 16 ltrs

Q7. Find the TSA of pyramid whose base is hexagon with side 10√3 cm and height 8 cm?
(a) 890√3 cm²
(b) 960√3 cm²
(c) 940√3 cm
(d) 810√3 cm²

Q8. Water is flowing at the rate of 1 km/hr through a circular pipe of 40 cm diameter into circular cistern of diameter 12 m and depth 5m. In how much time will the cistern be filled?
(a) 4.5 hrs.
(b) 3.2 hrs.
(c) 4 hrs.
(d) 3.5 hrs.

Q9. A cylinder of maximum volume is cut out of a solid wooden cube. How much % of solid is wasted in this process? (Approx.)
(a) 33.3%
(b) 29.3%
(c) 21.5%
(d) 22.6%

Q10. A cone of radius 48 cm and slant height 73 cm has a cube of maximum volume inside it. Find the side of cube? (take √2 = 1.4)
(a) 30.3 cm
(b) 49.6 cm
(c) 28.7 cm
(d) 32.2 cm

Solutions

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