The ratio of areas of two triangles with equal heights is equal to the ratio of their corresponding...............
bases
heights
sides
areas
Base of the triangle is 7 and height is 3. Base of another triangle is 5 and height is 3. then the ratio of areas of these triangle is
7/5
9/35
21/15
35/9
If areas of two similar triangles are 36cm² and 121cm² then ratio of corresponding sides is .........
36:121
121:36
11:6
6:11
If areas of two similar triangles are 36cm² and 121cm² then ratio of corresponding sides is .........
36:121
121:36
11:6
6:11
If in In ΔPQR and ΔLMN PQ/ML=PR/MN=QR/LN then
 
ΔPQR∼ΔNML
ΔPQR∼ΔMLN
ΔPQR∼ΔLMN
ΔQPR∼ΔNML
If in In ΔPQR and ΔLMN PQ/ML=PR/MN=QR/LN then
 
ΔPQR∼ΔNML
ΔPQR∼ΔMLN
ΔPQR∼ΔLMN
ΔQPR∼ΔNML
ΔPQR∼ΔLMN and ΔABC∼ΔPQR then ΔLMN∼ΔABC by ............. property of similar triangle .
Reflexive
Symmetry
Transitivity
Uniqueness
ΔPQR∼ΔLMN and ΔABC∼ΔPQR then ΔLMN∼ΔABC by ............. property of similar triangle .
Reflexive
Symmetry
Transitivity
Uniqueness
When two triangles are similar the ratio of areas of those tringles is equal to the ratio of ..........
their corresponding sides
remaining sides
their corresponding bases
their corresponding heights
When two triangles are similar the ratio of areas of those tringles is equal to the ratio of ..........
their corresponding sides
remaining sides
their corresponding bases
their corresponding heights
In figure ΔAPQ∼ΔABC , AP=4 , AQ=5, AB=10 then AC=?
20
12.5
25
2
In figure ΔAPQ∼ΔABC , AP=4 , AQ=5, AB=10 then AC=?
20
12.5
25
2
In figure line AB II line CD II line EF , AC=12, BD=10, DF =6, AE =?
20
5
7.2
12
In figure line AB II line CD II line EF , AC=12, BD=10, DF =6, AE =?
20
5
7.2
12
In ΔPQR PS is a bisector of ∠Q . If PQ=5, QR = 7, PS=2.5 then find RS.
 
35
17.5
12.5
3.5
In ΔPQR PS is a bisector of ∠Q . If PQ=5, QR = 7, PS=2.5 then find RS.
 
35
17.5
12.5
3.5
In trapezium side PQ II side XY II side RS, PX=30, XR=24, YS=48
60
15
38.4
25
In trapezium side PQ II side XY II side RS, PX=30, XR=24, YS=48
60
15
38.4
25
0
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