Find the area of the specified region.
-Inside the circle r = 7 and to the right of the line r = $Find the area of the specified region. -Inside the circle r = 7 and to the right of the line r = sec \theta A) (2 \pi - 3 ) B) \pi C) (4 \pi - 3 ) D) (2 \pi + 3 )$ sec

\theta

A) $Find the area of the specified region. -Inside the circle r = 7 and to the right of the line r = sec \theta A) (2 \pi - 3 ) B) \pi C) (4 \pi - 3 ) D) (2 \pi + 3 )$ (2

\pi

- 3 $Find the area of the specified region. -Inside the circle r = 7 and to the right of the line r = sec \theta A) (2 \pi - 3 ) B) \pi C) (4 \pi - 3 ) D) (2 \pi + 3 )$ )
B) $Find the area of the specified region. -Inside the circle r = 7 and to the right of the line r = sec \theta A) (2 \pi - 3 ) B) \pi C) (4 \pi - 3 ) D) (2 \pi + 3 )$

\pi

C) $Find the area of the specified region. -Inside the circle r = 7 and to the right of the line r = sec \theta A) (2 \pi - 3 ) B) \pi C) (4 \pi - 3 ) D) (2 \pi + 3 )$ (4

\pi

- 3 $Find the area of the specified region. -Inside the circle r = 7 and to the right of the line r = sec \theta A) (2 \pi - 3 ) B) \pi C) (4 \pi - 3 ) D) (2 \pi + 3 )$ )
D) $Find the area of the specified region. -Inside the circle r = 7 and to the right of the line r = sec \theta A) (2 \pi - 3 ) B) \pi C) (4 \pi - 3 ) D) (2 \pi + 3 )$ (2

\pi

+ 3 $Find the area of the specified region. -Inside the circle r = 7 and to the right of the line r = sec \theta A) (2 \pi - 3 ) B) \pi C) (4 \pi - 3 ) D) (2 \pi + 3 )$ )

Find the Standard-Form Equation of the Ellipse Centered at the Origin

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