How do you convert $(0, 8)$ $(0,8)$ into polar coordinates?

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How do you convert $(0, 8)$ $(0,8)$ into polar coordinates?

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Answer 1 · 2018-04-22T12:57:59

$(8, \frac{π}{2})$ $(8,pi/2)$

Explanation:

$to convert from cartesian to polar$ $"to convert from "color(blue)"cartesian to polar"$

$that is (x, y) \to (r, θ)$ $"that is "(x,y)to(r,theta)$

$where r is the distance from the origin and θ$ $"where r is the distance from the origin and "theta"$
$the direction from the x-axis$ $"the direction from the x-axis"$

$since (0, 8) is positioned on the y-axis then$ $"since "(0,8)" is positioned on the y-axis then "$

$then r = 8 and θ = \frac{π}{2}$ $"then "r=8" and "theta=pi/2$

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How do you convert $(0, 8)$ $(0,8)$ into polar coordinates?

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How do you convert (0,8)(0,8) into polar coordinates?

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How do you convert $(0, 8)$ $(0,8)$ into polar coordinates?