In a triangle PQR with right angle at Q, the value of ∠P is x, PQ = 7 cm and QR = 24 cm, then find sin x and cos x.
Answers
Answered by
157
by Pythagoras theoram
PR^2= PQ^2+QR^2
= 49 + 576
PR= 25
sin x = 24/ 25
cos x= 7/25
PR^2= PQ^2+QR^2
= 49 + 576
PR= 25
sin x = 24/ 25
cos x= 7/25
Answered by
47
Answer:
pr^2-pq^2=9^2
(pr+pq)(pr-pq)=81
(pr+pq)=81/1=81... (1)
and (pr-pq)=1...... (2)
Step-by-step explanation:
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