Triangle PQR is is a right angled triangle, right-angled at R,RS ⊥ PQ ∠Q=35°
FIND THE MAGNITUDE OF ∠PRS ∠QRS and ∠RPS
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Answer:
Triangle PQR is a right-angled triangle, right-angled at R,RS
1
x
PQ. ∠Q=35
∘
. Find the magnitude of ∠PRS,∠QRS, and ∠RPS. 35
t
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Step-by-step explanation:
Given- PQR is triangle, Rs _1_ PQ
∠R=90°
∠Q=35°
To find :- ∠RPS , ∠PRS, ∠QRS
Solution :- ∠P+∠Q+∠R=180°
∠P+35+90=180°
∠P+125=180
∠P=180°-125°=55°
∠ RPS =55°
In ΔPRS = ∠P +∠R + ∠S
55+90+∠R=180°
145+∠R=180°
∠R=180-145=35°
∠PRS=35°
In ΔQRS = ∠Q + ∠R + ∠S = 180°
35+∠R+90=180°
125+∠R=180°
∠R= 180-125=55°
∠QRS=55°
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