Home
Class 14
MATHS
Consider the two similar triangles ABC a...

Consider the two similar triangles ABC and DEF. Which of the following is correct about the ratio of the area of the triangle `ABC and DEF ` ?

A

`((AB)/(DE)) = ((EF)/(BC)) = ((AC)/(DF))`

B

`((AB)/(DE))^(2) = ((BC)/(EF))^(2) = ((AC)/(DF))^(2)`

C

`((AB)/(DE)) = ((BC)/(EF)) = ((DF)/(AC))`

D

None of these

Text Solution

Verified by Experts

The correct Answer is:
B
Promotional Banner

Similar Questions

Explore conceptually related problems

Triangle ABC and DEF are similar. If AC = 19 cm and DF = 8 cm , the ratio of the area of two triangles are :

If triangle ABC cong triangle DEF then

The following sets of conditions relate to two triangles ABC and DEF. Which set of conditions does' not guarantee the congruence of ABC and DEF ?

In two triangles ABC an DEF, angle A=angleD . The sum of the angles A and B is equal to the sum of the angles D and E. If BC=6 cm and EF=8cm , find the ratio of the areas of the triangles, ABC and DEF.

In two triangles ABC an DEF, angle A=angleD . The sum of the angles A and B is equal to the sum of the angles D and E. If BC=6 cm and EF=8cm , find the ratio of the areas of the triangles, ABC and DEF.

The side of two similar triangle Delta DEF and Delta LMN are 35 cm and 45 cm respectively, then find the ratio of the area of triangles.