Question

Convert 330° to radians

Answer 1

We have to convert 330° to radians.

To do that we use the conversion rule:

`\pi\text{ radians }=180\degree`

Then, we can multiply 330° by the quotient (π / 180°), which has a value 1, but changes the units from degrees to radians:

`330\degree\cdot(\frac{\pi\text{ rad}}{180\degree})=(330\pi)/(180)\text{ rad}=(11\pi)/(6)\text{ rad}`

Answer: 330° = 11π/6 radians