Prove that the triangles are congruent. Also express it in symbolic form
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Prove that the triangles are congruent. Also express it in symbolic form
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Answer:
Triangle QSP is congruent to Triangle RSP
Step-by-step explanation:
Can be proved by RHS rule
Right angle is proved since angle PSQ and PSR are 90 degrees
Then both the hypotenuse are equal as PQ = 3cm, PR = 3cm so hence, PQ = PR
Then PS is the side which both the triangle share so we get a side tha both the triangles have common as well
It is therefore proved that both the triangles are congruent
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Answer:
here we get 2 triangles ....those are triangle PQS and triangle PRS
then, PQ = PR [ given ]
angle PSQ = PSR [PS perpendicular to QR]
so, QS =SR
so these triangles are congruent