Question

How do you find `cscx = (2√3)/3`?

Answer 1

If we limit `x` to the range `[0,2pi]`
`color(white)("XXXX")` `x= pi/3 or (2pi)/3`

Explanation:

Given `csc(x) = (2sqrt(3))/3`

`rarr` `color(white)("XXXX")` `sin(x) = 3/(2sqrt(3)) = sqrt(3)/2`

This is one of the standard angle ratios with
`color(white)("XXXX")` `x= pi/3 or (2pi)/3`