# Find another representation, (r,theta ), for the point under the givenconditions. (6, pi /4) r>0 and 2pi <theta pi

Find another representation, $\left(r,\theta \right)$, for the point under the given conditions.
$\left(6,\pi /4\right)r>0$ and $2\pi <\theta \pi$
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Since we want another representation,
just add $2\pi$ to $\theta$ i.e $\pi /4+2\pi$. or in general,
just add $\left(2\pi \right)\pi$ to $\theta$ i.e $\pi /4+2n\pi$ (n is greater than or equal to 1)
these are the co-terminal angles of $\pi /4>2\pi$. in other words, other representations are
$\left(6,9\pi /4\right)$
$\left(6,17\pi /4\right)$
$\left(6,25\pi /4\right)$