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AE-JE Foundation || Quantitative Aptitude || Mensuration & Geometry.
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Question 1
If the internal angle of a regular polygon is times than that of a regular hexagon, then find the number of sides of the polygon.
Question 2
If the radius of a right circular cylinder is decreased by 20% while its height is increased by 40%, then the percentage change in its volume will be:
Question 3
The base of a right pyramid is a square of side 36 cm long. If the volume of the pyramid is 6480, then its height is:
Question 4
The areas of three adjacent faces of a cuboidal tank are 3 m2, 12 m2 and 16 m2. The capacity of the tank, in litres, is:
Question 5
A sphere of radius 6 cm is melted and recast into spheres of radius 2 cm each. How many such spheres can be made?
Question 6
In a triangle ABC, DE is parallel to BC; AD = a, DB = a +4, AE = 2a + 3, EC = 7a. What is the value of ‘a’ if a>0 ?
Question 7
In a rectangular plot, trees are to be planted across a T-shaped path of 6m width as shown in the figure. The length and width of the plot is in the ratio 5:3 and area is 735 m2. If one tree occupies 1.25 m2 then how many trees can be planted in the given space?
Question 8
600 coins of the same radius and height of 4 cm and 1 cm respectively. Six of them are placed in such a way that one coin touches other two coins in such a way that it forms a regular hexagon. Rest of the coins are stacked on these 6 coins having uniform height. Find the volume of the enclosed region?
Question 9
Anuj observed that he required 45 seconds less to cross a circular ground along its diameter than to complete one round along its boundary. If his speed was 40 m/min, what is the radius of the circular ground? (take π = 22/7)
Question 10
A solid hemisphere of a radius of 12 cm is melted to form a cylinder. If the curved surface area of the cylinder is 288π, then what is the height of the cylinder ()?
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AE & JE ExamsAug 1AE & JE Exams