In ∆ABC and in ∆PQR,angleB=angleQ and AB/PQ=BC/QR. If ar(∆ABC)/ar(∆PQR)=25/9 and BC=10cm,find QR
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Step-by-step explanation:
triangle ABC is similar to triangle PQR .
A(triangle ABC)/A(triangle PQR) = (BC)^2 / (QR)^2 .
25/9 = 10^2 / (QR)^2
25/9 = 100 / (QR)^2
(QR)^2 = 100×9/15
(QR)^2 = 36
therefore , QR = 6 .
♓️E this answer will help.
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