Math, asked by mythreyanmuthusamy, 6 months ago

If cosec Ꮎ =
5/4
find the value of cot

Answers

Answered by thejalhousaii

2

Step-by-step explanation:

Cot = B/P n cosec = H/P

in rt triangle ABC

AB^2+ BC^2=AC^2(using pythagoras theorem )

4^2+ BC=5^2

16+BC=+25

BC^2=25-16

BC= square root 9

BC =3

Therefore cot = 3/4

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