hlo guys plz solve it ....no irrelevant answer plzz its urgent.....
Answers
Question -:
∆Mnt ~ ∆Qrs. Length of Altitude drawn from Point T is 5 and Length of Altitude Drawn from Point S is 9. Find the Ratio A (ΔMNT) / A(ΔQRS).
Answer:
The areas of two similar triangles are proportional to the squares of their corresponding altitudes. So,
∴ A (ΔMNT) / A( ΔQRS)
= 5/9^2
= 25/81 Ans.
Hope it helps!!
Pls mark as brainlist and follow me pls pls pls!!
Answer:
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Hope this helps youQuestion -:
∆Mnt ~ ∆Qrs. Length of Altitude drawn from Point T is 5 and Length of Altitude Drawn from Point S is 9. Find the Ratio A (ΔMNT) / A(ΔQRS).
Answer:
The areas of two similar triangles are proportional to the squares of their corresponding altitudes. So,
∴ A (ΔMNT) / A( ΔQRS)
= 5/9^2
= 25/81 Ans.
Hope it helps!!
Pls mark as brainlist and follow me pls pls pls!!