# What is the polar form of ( 104,105 )?

Dec 10, 2015

This point is in quadrant I. The polar form will be $\left(r , \theta\right)$

#### Explanation:

$r = \sqrt{{104}^{2} + {105}^{2}} \approx 147.787$

$\theta = {\tan}^{-} 1 \left(\frac{105}{104}\right) \approx {45.274}^{o}$

polar form $= \left(147.787 , {45.274}^{o}\right)$

hope that helped