In Exercises 11-20, use a polar coordinate system like the one shown for Exercises 1-10 to plot each point with the given polar coordinates. 11. (2,45°) 12. (1,45°) 13. (3.90°) (2) (-1=) (4) (-2-) 4 15. (3, 3 16. (3, 6. 14. (2,270°) 37 17. (-1, 7) 18. 19. 2 20. (-3, —я)

Q: For Exercises 23-32, convert the ordered pair in polar coordinates to rectangular coordinates. (See…

A: As per the guidelines we have to solve only three subparts

Q: Plot the points whose polar coordinates are given and label each point. (Picture is attached)

A: here the given points

Q: plot each point given in polar coordinates 1) ( 3, II/4) 2) ( 2 , - II/3 ) 3) (2, 5II/3) 4) (0,…

A: A polar coordinates of a point are given by (r,θ). Here, r is the distance of the point from the…

Q: Which polar coordinate pair corresponds to the same point as (-1,)? © (1,4) (1, ²) o None of the…

A: To find the polar coordinate pair that corresponds to the same point as .

Q: Plot the point having the polar coordinates ​(2​,30°​). Then find different polar coordinates…

A: (a) r<0, 0°≤θ<360° Given (r, θ)=(2, 30°) Coordinates will be x=r cosθ, y=r sinθ ⇒x=-2cos30°,…

Q: Plot the point that has the given polar coordinates. (8 - 27) T/2 7/2 41 4 A/2 A/2 4. 4

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Q: For each set of Polar coordinates (r, 0), match the equivalent Cartesian coordinates (z, y). Don't…

A: Since you have asked multiple question, we will solve the first question for you as per our guide…

Q: Find the rectangular coordinates ( x y, ) of the point in polar form given by ( -3, -3pi )

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Q: Convert the point whose polar coordinates are (8,") to rectangular coordinates.

A: The polar coordinate (8,5π4) represents that the distance of the point from origin in the polar…

Q: Replace the polar equation with an equivalent Cartesian equation. r= 40 sin 0

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