Find the value of cot A if sin A =1/2
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the answer is ✓3.......
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Answer:
given that,
SinA=1/2
Sin =opposite side/hypotenuse
let hypotenuse be 2k and opposite side be k
by Pythagoras theorem ,
(2k)²=(k)²+x²
4k²=k²+x²
x²=4k²+k²
x²=5k²
x=√5k²
x=√5 k
third side=√5 k
cot A=adjacent side/opposite side
=k/√5 k
=1/√5
hope it works...............................™✌️ ✌️
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