if sin tita =4/5.what is the valu of cot^2 tita
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Let ABC be a right angled triangle at B.
=) sin thita at C = AB/AC
=) 4/5 = AB/AC
Hence base (BC) ^2 = 5^2 - 4^2
=) BC ^2 = 25-16=9
=) BC = 3.
Since cot thita = b/p
= BC/AB = 3/4
Hence cot ^2 thita = (3/4)^2
= 9/16.
Hope it's helpful to u.
=) sin thita at C = AB/AC
=) 4/5 = AB/AC
Hence base (BC) ^2 = 5^2 - 4^2
=) BC ^2 = 25-16=9
=) BC = 3.
Since cot thita = b/p
= BC/AB = 3/4
Hence cot ^2 thita = (3/4)^2
= 9/16.
Hope it's helpful to u.
mukundkale:
thx . you are clever
Answered by
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if the value of sin thetha = 4/5
as we know that sin thetha = prependicular / hypotenous
so, prependicular=4 & hypotenous =5
base = (h)^2-(p)^2 = 3
now, we know that cot thetha = base /prependicular
cot^2 thetha = (3)^2/(4)^2 =9/16
as we know that sin thetha = prependicular / hypotenous
so, prependicular=4 & hypotenous =5
base = (h)^2-(p)^2 = 3
now, we know that cot thetha = base /prependicular
cot^2 thetha = (3)^2/(4)^2 =9/16
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