Find the sine, cosine, and tangent of each angle using the unit circle.
$\(\theta\)=225\(\degree\),\(\left\)(-\(\frac{\sqrt2}{2}\),-\(\frac{\sqrt2}{2}\]\right\))$

$\(\sin\]\theta\)=-\(\frac{\sqrt2}{2}\),\(\cos\[\theta\)=-\(\frac{\sqrt2}{2}\),\(\tan\]\theta\)=2$

$\(\sin\]\theta\)=\(\frac{\sqrt2}{2}\),\(\cos\[\theta\)=-\(\frac{\sqrt2}{2}\),\(\tan\]\theta\)=-1$

$\(\sin\]\theta\)=-\(\frac{\sqrt2}{2}\),\(\cos\[\theta\)=-\(\frac{\sqrt2}{2}\),\(\tan\]\theta\)=1$

$\(\sin\]\theta\)=\(\frac{\sqrt2}{2}\),\(\cos\[\theta\)=\(\frac{\sqrt2}{2}\),\(\tan\]\theta\)=\(\frac{\sqrt2}{1}\)$