In triangle pqr right angle at q 'pr+qr=25cm and pq=5cm. Determine the value of sin p' cosp and tanp
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Answer:
Step-by-step explanation:
Given —PR+QR=25 and PQ=5.
Let PR be x and QR be 25-x
Then by pthy thm
PR²=PQ²+QR²
x²=(5)²+(25-x)²
x²=25+625+x²-50x
50x=650
x=13
Now PR is 13cm
QR is (25-x)
(25-13)=12
Sin p =12/13
Cos p =15/13
Tan p =12/5.
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