In Fig. `12.126, AP _|_ L and PR > PQ.` Show that `AR > AQ.`

In Fig.12.126,AP perp L and PR>PQ Show that AR>AQ

In the given figure, AP_|_QR, PR gt PQ and PQ=PS . Show that ARgt AQ .

In Figure,PQ=PR. Show that PS>PQ

In Fig. , AP is the shortest line-segment that can be drawn from A to the line m . If PR > PQ , prove that AR > AQ .

In Fig. , AP is the shortest line-segment that can be drawn from A to the line m . If PR > PQ , prove that AR > AQ .

In the APbotQR , PR>PQ and PS=PQ. Prove that AR>AQ

In Figure , If PQ || BC and PR || CD, prove that (QB)/(AQ)=(DR)/(AR) .

In Figure , If PQ || BC and PR || CD, prove that (QB)/(AQ)=(DR)/(AR) .

In Fig.4.20, if PQBC and PRCD .Prove that (i) (AR)/(AD)=(AQ)/(AB)( ii) (QB)/(AQ)=(DR)/(AR). (FIGURE)

In Fig 7.51, PR > PQ and PS bisects angle QPR . Prove that angle PSR > angle PSQ .