in right angle triangle ABC, 8cm, 15cm and 17cm are the lengths of AB, BC and CA respectively. Then, find sinA, cosA and tanA.
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13
sin theta =opp/hypo
cos theta = adj/hypo
Tan theta =opp/adj
In a right angle triangle take theta at angle a then
sin theta =BC/CA
=15/17
cos theta =AB/CA
=8/17
tan theta =BC/AB
=15/8
Answered by
1
Answer:
given
in ΔABC
AB = 8
BC = 15
CA = 17
sin theta = opposite side / hypotenuse
cos theta = Adjacent side / hypotenuse
tan theta = opposite / Adjacent
sin theta = AB/CA
= 8/17
cos theta = BC/CA
= 15/17
tan theta = AB/BC
= 8/15
HOPE IT HELPS
#Ravalika Rajula
: )
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