Question

An angle in standard position measures -7pi/6 radians.

In which quadrant does the terminal side of this angle lie?

Answer 1

Quadrant II

Explanation:

We can convert
`-(7\pi)/(6)` radians to degrees by multiplying by
`(180)/(\pi)` to get
`-210^(\circ)`.

`-210^(\circ)` means we are rotating
`210^(\circ)` clockwise, so you would end up in Quadrant II.