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Suhas, a 3.15 m tall tree, and an 11.25 m tall building are positioned such that their feet on the ground are collinear and the tree is located betwee
Question

Suhas, a 3.15 m tall tree, and an 11.25 m tall building are positioned such that their feet on the ground are collinear and the tree is located between Suhas and the building. The tree is located at a distance of 45 m from the building. Further. the eyes of Suhas, the top of the tree, and the top of the building fall in one line, and the eyes of Suhas are at a height of 1.8 m from the ground. At what distance (in m) from Suhas is the tree located?

A.

6

B.

5

C.

9

D.

7.5

Correct option is D

Given: 
Height of tree = 3.15m
Height of building = 11.25 m
Distance between tree and building = 45 m
Concept and Formula Used: 
Concept of Similar triangle, 
If two triangles are similar then the ratio of there sides is equal.
Solution:

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