Math, asked by SuyashPali, 1 year ago

RS is the bisector of angle R of ∆pqr . for the given dimension , express p , the length of qs in terms of x, y, z .​


chhavikochar2004: The ques is incomplete

Answers

Answered by sanskruti4june
4

Answer:

Step-by-step explanation:

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Answered by nirmala55551234
1

Step-by-step explanation:

The bisector of an interior angle of a triangle divides the opposite side in the ratio of side containing the angle.

  • divides the opposite side in the ratio of side containing the angle.PS/SQ = PR/QR
  • divides the opposite side in the ratio of side containing the angle.PS/SQ = PR/QRY/P = X/Z
  • divides the opposite side in the ratio of side containing the angle.PS/SQ = PR/QRY/P = X/ZYZ =PX
  • divides the opposite side in the ratio of side containing the angle.PS/SQ = PR/QRY/P = X/ZYZ =PXP = YZ/X

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