# How do you convert 135 degrees to radians?

All we need to know to solve this is that $\left(\pi\right) r a \mathrm{di} a n s = \left(180\right) \mathrm{de} g r e e s$
Therefore $135 \mathrm{de} g r e e s \cdot \frac{\left(\pi\right) r a \mathrm{di} a n s}{180 \mathrm{de} g r e e s} = \left(\frac{135}{180}\right) \pi$ radians = (3pi )/4 radians