In the given rectangle pqrs ps =sy what is the measure of angle ypq
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Hey mate !!
here is your answer:
angle QPR=34° (given)
so, angle SPR=90°-34° ( because all the angles of a rectangle are of 90°)
=56°
now, we have to find angle SQR
so, let us take triangle SPR and triangle RSQ
here, PS=QR ( because opposite sides of a rectangle are equal)
SR =SR ( common line)
PR=QS (diagonals of a rectangle are equal)
thus by SSS congurency triangle SPR is congurent to triangle RSQ
and by cpct angle SPR= angle SQR
that is angle SQR=56°
hey friend!
please find your answer in the attactchment
hope this helps
please mark me the brainliest
here is your answer:
angle QPR=34° (given)
so, angle SPR=90°-34° ( because all the angles of a rectangle are of 90°)
=56°
now, we have to find angle SQR
so, let us take triangle SPR and triangle RSQ
here, PS=QR ( because opposite sides of a rectangle are equal)
SR =SR ( common line)
PR=QS (diagonals of a rectangle are equal)
thus by SSS congurency triangle SPR is congurent to triangle RSQ
and by cpct angle SPR= angle SQR
that is angle SQR=56°
hey friend!
please find your answer in the attactchment
hope this helps
please mark me the brainliest
arnavpandita1:
yes
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