What is the rectangular form of the polar equation?
θ=−5π/6
- y=−3√3x
- y=−3√x
- y=3√3x
- y=3√x
+9674 Note that (x, y) = (r cos θ, r sin θ) = (r cos(−5π/6), r sin(−5π/6)) = \(\left(-\dfrac{r\sqrt3}2, -\dfrac{r}2\right)\) is on the graph of \(\theta = -\dfrac{5\pi}6\).
Let t = -r/2 and we have \((x(t), y(t)) = (t\sqrt 3, t)\).
Which straight line has this parametric equation?
Edit: I realized that the answer is not in the options.
