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If PQR is an equilateral triangle and PX is perpendicular to QR, then PR^2 is equal to: a) 3/2 RX^2 b) 2 RX^2 c) 3 RX^2 d) 4 RX^2
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PQR is an equilateral triangle therefore perpendicular PX will bisect the side QR into two equal halves. Let PQ=QR=PR=a Then RX=a/2 PR^2=a^2 RX^2=a^2/4 So PR^2=4RX^2
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