Given ∆ABC ~∆PQR of AB/PQ = ⅓ then find area ∆ABC/∆PQR.?
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Answered by
5
At(ABC)/at(PQR)=1/9 this is because the ratios of area of similar triangle is square of the ratio of their corresponding sides
Answered by
7
Heya Frnd ..............☺
GIVEN THAT triangle ABC ~ triangle PQR.
And,
AB/PQ = 1/3
So, According to the RATIO AREA THEOREM.
ar. ABC / ar. PQR = (AB/PQ)^2
=> ar. ABC / ar. PQR = 1/ 9 ......... ⭐ ANS ⭐
________☺☺☺_________
HOPE IT WILL HELP YOU. . . . . . ⭐
GIVEN THAT triangle ABC ~ triangle PQR.
And,
AB/PQ = 1/3
So, According to the RATIO AREA THEOREM.
ar. ABC / ar. PQR = (AB/PQ)^2
=> ar. ABC / ar. PQR = 1/ 9 ......... ⭐ ANS ⭐
________☺☺☺_________
HOPE IT WILL HELP YOU. . . . . . ⭐
HridayAg0102:
hope it helps ☺
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