carmelavalen
Answered

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Drag each pair of coordinates to the correct location on the image.
Match each pair of polar coordinates to the equivalent polar coordinates on the image.

Drag Each Pair Of Coordinates To The Correct Location On The Image Match Each Pair Of Polar Coordinates To The Equivalent Polar Coordinates On The Image class=

Sagot :

facundo3141592

We want to see which of the given polar coordinates are equivalent to the given ones.

The two equivalent pairs are:

(2, -60°) → (2, 300°)

(-2, 240°) → (-2, -120°)

Polar coordinates symmetry.

Polar coordinates have a given period, such that:

A polar coordinate (R, θ) is equivalent to (R, θ + n*360°) where n is an integer number.

So if we have the polar coordinate:

(2, -60°), an equivalent polar coordinate can be (2, -60° + n*360°)

if we get n = 1 then we have:

(2, -60° + 360°) = (2, 300°)

So the equivalent polar coordinate is (2, 300°).

For the other polar coordinate we have (-2, 240°) is equivalent to something like (-2, 240° + n*360°)

For example, with n = -1 we have:

(-2, 240° - 360°) = (-2, -120°)

Then the two equivalent pairs are:

(2, -60°) → (2, 300°)

(-2, 240°) → (-2, -120°)

If you want to learn more about polar coordinates you can read:

https://brainly.com/question/14965899

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