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CBSE Grade IX - Areas of Parallelograms and Triangles
Question
1
1.
Consider the following triangles. Which two triangles have the same area?
△RAB and △NAB
△NAB and △MAB
△NAB and △PAB
△RAB and △MAB
△RAB and △PAB
Question
2
2.
In an isosceles right angled triangle △PQR, if corresponding height to the base QR is 12 cm, then area of the triangle =
72.00 sq.cm
67.00 sq.cm
75.00 sq.cm
77.00 sq.cm
69.00 sq.cm
Question
3
3.
In a right angled triangle △PQR, if QR = 11 cm, PQ = 14 cm are the lengths of perpendicular sides , then area of the triangle =
82.00 sq.cm
72.00 sq.cm
74.00 sq.cm
77.00 sq.cm
80.00 sq.cm
Question
4
4.
Consider the following triangles. Which two triangles have the same area?
△EFG and △KLM
△BCD and △KLM
△BCD and △EFG
△BCD and △HIJ
△EFG and △HIJ
Question
5
5.
In an isosceles triangle △ABC, if BC = 14 cm, AB = CA = 12 cm, then area of the triangle =
71.23 sq.cm
63.23 sq.cm
73.23 sq.cm
65.23 sq.cm
68.23 sq.cm
Question
6
6.
In trapezium ABCD, if distance between the parallel sides is 9.75 cm and lengths of the parallel sides AB = 20.00 cm and CD = 8.00 cm, then area of the trapezium =
119.50 sq.cm
136.50 sq.cm
132.50 sq.cm
154.50 sq.cm
Question
7
7.
In parallelogram PQRS, if base PQ = 14.00 cm and the corresponding height is 10.50 cm, then area of the parallelogram =
133.00 sq.cm
151.00 sq.cm
164.00 sq.cm
125.00 sq.cm
147.00 sq.cm
Question
8
8.
In an isosceles triangle △ABC, if base BC = 20 cm and the corresponding height is 12.49 cm, then area of the triangle =
98.90 sq.cm
106.90 sq.cm
124.90 sq.cm
137.90 sq.cm
146.90 sq.cm
Question
9
9.
In △PQR, if base QR = 19 cm and the corresponding height of side QR = 9.47 cm, then area of the triangle =
84.98 sq.cm
94.98 sq.cm
89.98 sq.cm
86.98 sq.cm
92.98 sq.cm
Question
10
10.
In △PQR, if QR = 15 cm, RP = 12 cm and the corresponding height of side QR = 11 cm, then area of the triangle =
82.49 sq.cm
79.49 sq.cm
85.49 sq.cm
77.49 sq.cm
87.49 sq.cm
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