In Fig 7.51, PR is greater than PQ and PS bisects ∠ QPR. Prove that ∠ PSR is greater than ∠ PSQ.

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In Fig 7.51, `` `P R\\ gt \\ P Q` and PS bisects `/_Q P R` . Prove that `/_P S R\\ gt /_P S Q` .... In Fig 7.51, `` `P R\\ gt \\ P Q` and PS bisects `/_Q P R` . Prove that `/_P S R\\ gt /_P S Q` ....
In Fig 7.51, ```P R\ gt \ P Q`and PS bisects `/_Q P R`. Prove that `/_P S R\ gt /_P S Q`. In Fig 7.51, ```P R\ gt \ P Q`and PS bisects `/_Q P R`. Prove that `/_P S R\ gt /_P S Q`.
In the figure, PR greater than PQ and PS bisect angle QPR. Prove In the figure, PR greater than PQ and PS bisect angle QPR. Prove
In Fig 7.51, `` `P R\\ gt \\ P Q` and PS bisects `/_Q P R` . Prove that `/_P S R\\ gt /_P S Q` .... In Fig 7.51, `` `P R\\ gt \\ P Q` and PS bisects `/_Q P R` . Prove that `/_P S R\\ gt /_P S Q` ....
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In the given figure, Angle Q is greater than Angle R, M is point on QR, P is the Bisector of QPR. In the given figure, Angle Q is greater than Angle R, M is point on QR, P is the Bisector of QPR.