In triangle PQR ,if PR+QR=25 and PQ=5CM , then the value of sin P+ Tan P is
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In triangle PQR,
given
PR+QR=25 CM
PQ=5 CM
SO Triangle PQR is a right angled triangle because 5,12 and 13 is a Pythagorean triplets
PQ=5 cm given
PR+QR=25 cm
So, PR=12 cm & QR= 13 cm
Sin P = perpendicular / hypotenuse
Sin P = 12/13
Tan P = perpendicular / base
Tan P = 12/5
Sin P + Tan P = 12/13 + 12/5
= 216/65 cm
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