in a∆ABC Right angled at b.if cot a=1/3 find:-length AC,cot B and cosec C
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By Pythagoras theorem, we have
AC2=AB2+BC2
TRIGONOMETRICRATIOS
⇒AC2=122+52
⇒AC2=169
⇒AC=13
When we consider t-ratios of ∠C, we have
Base = BC = 5, Perpendicular = AB = 12 and, Hypotenuse = AC = 13
∴cosC=HypotenuseBase=135andcotC=PerpendicularBase=PerpendicularBase=125
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