6. Sketch the graph of the following polar equation and write the equation in rectangular form. Identify what the curve is. State the eccentricity, e, and the distance, d, between the focus and directrix. 2 r = 2-sine

Q: Match each polar coordinate equation with a description of its graph. 1.0=3 A. vertical line B.…

A: Given:  (1)  θ = 3   (2)  r = 3   (3)  r = 3 cos θ

Q: 5. Convert the polar equation to a rectangular equation. r = -2 sin 0

A:

Q: r = 7 cos (0) - 7

A: Substitute the appropriate combination of components for (r, θ).        (-r, -θ) for θ = π2(r,-θ)…

Q: r= 1+ 2 sin e.. Roughly Sketch the polar curve

A:

Q: Graph the polar equation below by first selecting the correct symmetry, then selecting the correct…

A: The objective is to graph the polar equation r=2sinθ-2 by selecting correct symmetry and radius.

Q: Convert the polar equation to rectangular form and identify the type of curve represented. y=4h…

A:

Q: Graph the polar coordinates (, T)

A: To graph the polar coordinate  r,θ=13,2π3.

Q: r² = 9 sin (20)

A: We need to graph the given polar equation.

Q: Convert the following polar equation into a rectangular equation. If possible, write the rectangular…

A: