In triangle ABC right angle at A if tanC=√3 then find sinB+cosC
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Step-by-step explanation:
In triangle ABC, angle A = 90°---(given)
tan C=root 3 -----(given)
we know that tan 60° = root 3
therefore,
angle C of triangle ABC is 60°
so, angle B = 30°-----( 90° - 60°- 30° theorem)
Now ,
sinB + cos C= sin 30°+cos60°
= root3/2 + root 3/2
= 2 root3/2
= root 3
sinB+cosC= root 3
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