If P-Q-R, l(PQ)=3√2, l(PR)=5√2 then find l(QR)?

1.	If P-Q-R, l(PQ)=3√2, l(PR)=5√2 then find l(QR)?
Answer» SOLUTION GIVEN P-Q-R and l(PQ) = 3√2, l(PR) = 5√2 TO DETERMINE l(QR) EVALUATION Here I is REPRESENTING d Here it is given that : P-Q-R So Q is the point between P and R Here it is also given that l(PQ) = 3√2, l(PR) = 5√2 Hence $\sf{I(QR) = I(PR) -I(PQ) \: \: }$ $\implies \sf{I(QR) = 5 \sqrt{2} -3 \sqrt{2} \: \: }$ $\implies \sf{I(QR) = 2 \sqrt{2} \: \: }$ FINAL ANSWER $\sf{I(QR) = 2 \sqrt{2} \: \: }$ ━━━━━━━━━━━━━━━━ *LEARN MORE FROM BRAINLY* locate the following points on the cartesian PLANE (0,a),(a,0),(-a, 0),(0,-a) brainly.in/question/26822338

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