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Geometry
Self Assessment
Please score atleast 80% in this paper to consider yourself fit for
GRE Preparation
The figures are not drawn on correct scale
Q1.
Find the approx area of the shaded portion in the above figure. All the three circles are identical with diameter 14 cm
7.8
9.8
6
5
None of the Above
Q2.
A faulty scale always makes an error of 5% in excess while measuring. What is the percentage of error if a rectangle is measured by the scale
9
10.25
3
Cannot Be Determined
None of the Above
Q3.
Find the value of X in the above figure
120°
30°
150°
Cannot Be Determined
None of the Above
Q4.
Length of a rectangle is increased by 10% and breadth is decreased by 10%. What is the change in the area of the rectangle
10% decrease
1% increase
10% increase
1% decrease
None of the Above
Q5.
A man makes an angle of elevation of 60° while looking at the top of the pole. He starts moving towards the pole. After some time the angle of elevation was 30° . If the height of the pole is 9m, how much total distance the man has travelled (Assume the height of the person as negligible)
12m
12√3m
36m
18m
None of the Above
Q6.
In the above figure AD, BE and CF are medians to the sides BC, AC and AB respectively. If AB = 5 cm. AC = 5 cm and BC = 6 cm. What is the area of the triangle DEF
12 cm
2
3 cm
2
6 cm
2
9 cm
2
5 cm
2
Q7.
A hollow cylinder of height 7 cm and base radius 4 cm is melted to form a cube of side 2 cm. How many such cubes are possible
44
34
50
Data Inadequate
None of the Above
Q8.
In th above figure ABCD is a cyclic quadrilateral. Find the value of X
60°
50°
120°
100°
140°
Q9.
What can be the maximum length of a rod that can fit into a rectangular room of dimension 5 m x 4 m x 3 m. (Assume rod has negligible thickness)
6 m
7.07 m
10 m
Data Inadequate
None of the Above
Q10.
A solid regular cone of base radius 3 cm and height 28 cm is melted to form hollow sphere of inner and outer diameter 2 cm and 4 cm respectively. How many such spheres can be created
1
9
5
Cannot Be Determined
None of the Above
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