If area of triangle ABC and PQR are in the ratio of 16:25
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Answer: Their Sides are 4:5
We know that Area of Square of two Triangle is equal to the square of their sides,
Given: area of triangle ABC and PQR are in the ratio of 16:25
Ar(∆ABC)/ar(∆PQR)=16/25
•°• Sides=√16/√25
Sides = 4/5
Hence, Required Sides of their triangle is 4:5
Thanks!
Mark brainliest
We know that Area of Square of two Triangle is equal to the square of their sides,
Given: area of triangle ABC and PQR are in the ratio of 16:25
Ar(∆ABC)/ar(∆PQR)=16/25
•°• Sides=√16/√25
Sides = 4/5
Hence, Required Sides of their triangle is 4:5
Thanks!
Mark brainliest
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