Question

Helpppppppppppppppppp

Answer 1

By definition, Cot(α)=Adjacent leg/Opposite leg

Then, when you substitute the values, you obtain:

Cot(3π/4)=-(√2/2)/(√2/2)

When you simplify the expression, you have the following result:

Cot(3π/4)=-1

What is the exact value of Cot(3π/4)?

The answer is: The exact value of Cot(3π/4) is -1

Answer 2

The answer is -1


`cot (3π)/(4)` = 1 ÷
`tan (3π)/(4)`

the trig unit circle

`tan (3π)/(4)` =
`- tan (π)/(4)`
= -1

Remember,

`cot (3π)/(4)` = 1 ÷
`tan (3π)/(4)`
= 1 ÷ -1
= -1