Question

IN TRIANGLE LMN~TRIANGLE HIJ AND LM/HI=2/3



TRIANGLE LMN IS SMALLER

TRIANGLE HIJ IS SMALLER

CANNOT BE DECIDED​

Answer 1

Given : ΔLMN ≈ Δ HIJ

LM/HI = 2/3

To Find :  Choose correct

Δ LMN IS SMALLER

Δ HIJ IS SMALLER

CANNOT BE DECIDED​

Solution:

ΔLMN ≈ Δ HIJ

Corresponding  sides of Similar  triangles are proportional

=> LM/HI  = MN/IJ  = LN/HJ

LM/HI=2/3

=> LM/HI  = MN/IJ  = LN/HJ = 2/3

=> Side of ΔLMN   = (2/3)  Side of ΔHIJ

Area of ΔLMN = (2/3)² Area of ΔHIJ

Hence Δ LMN IS SMALLER

Learn More:

Ratio of area of 2 similar triangles are 2:3. Area of the larger triangle is

brainly.in/question/7877543

if triangle abc- triangle def area of triangle abc is 64 square ...

brainly.in/question/14594418

Three triangles are marked out of a bigger triangle at the three ...

brainly.in/question/8018381

Answer 2

Answer:

∆LMN is a smaller triangle