Plot the point given in polar coordinates. (-3.-=) A/2 A/2 n/2 7/2 Find three additional polar representations of the point, using -2n < 0 < 2n. (r, e) = (smallest 0-value) (r, 0) = (r, e) = (largest 8-value)

Q: Plot the point whose polar coordinates are given. Then find two other pairs of polar coordinates of…

A: Any point on the polar coordinate system is represented using the ordered pair: r, θ. A graphing…

Q: Plot the point and give three other polar coordinates to describe: (1, -)

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Q: 24/ Replace the polar equation r. sin (0 +") = 2 to Cartesian equation -(G+ ns./ = 2

A: The given polar equation is r·sinθ+π6=2 .................(1)

Q: question

A: We will solve the second problem.

Q: Match the points in polar coordinates (r,θ) which represent the same point. (1,5π/4) =…

A: We have to match the points in polar coordinates (r,θ) which represent the same point.…

Q: Find and plot the Cartesian coordinates of the following point with polar coordinates (2, -n/2)

A: Here given polar coordinate as r, θ=2, -π2

Q: Convert the given polar coordinates to Cartesian coordinates. (-5, Sm) (x, V) - (| 6.

A: We know that when polar coordinate change into Cartesian coordinate x= r cos theta , y= r sin theta

Q: २. Use intergral. polar coordinates to evaluate the √4-y² So° = (2-x²-y²) dody. S

A: Using polar co-ordinate we have to evaluate

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: The Cartesian coordinates of a point are given. (a) (2V3, 2) (1) Find polar coordinates (r, 8) of…

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Q: 64-x Evaluate 64 (x² + y²) dy dx by changing to polar coordinates. (Use symbolic notation and…

A: Given,

Q: Convert the polar point (1,57/3) to an equivalent polar point where r < 0 and 0 <0 < 2T. O A. (1,…

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Q: Identify the Cartesian coordinates for the given polar coordinates. (6.) (4. *) а. 4 5n b.

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Q: (ь) (-6, 1/2) (r, 8) (r> 0) (r. 8) = (r< 0) y 2.0- -1.0 -0.5 0.5 1.0 1.5 1.0 -8 0.5- -10 -12- o-1.0…

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Q: Q5/ Change the polar equation 2r = 2 + cos 0.(2r-1) to Cartesian equation Ans./y²-3x² - 4x-1=0

A: To find- Change the polar equation 2r = 2 + cosθ·2r - 1 to Cartesian equation.