Answered

Drag each pair of coordinates to the correct location on the image. Match each pair of pilar 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 Pilar Coordinates To The Equivalent Polar Coordinates On The Image class=

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Sqdancefanid

Answer:

  • (2, -60) = (-2, 120°) = (2, 300°) = (-2, -240°)
  • (-2, 240°) = (-2, -120°) = (2, 60°) = (2, -300°)

Step-by-step explanation:

Equivalent polar coordinates will have the same modulus and some multiple of 360° added to the argument, or the opposite modulus and some odd multiple of 180° added to the argument.

  a∠b° = a∠(b+360n)° = -a∠(b +180 +360n)°

(2, -60°)

Equivalents will be ...

  (2, (-60 +360n)°) = (2, 300°)

  (-2, (-60 +180 +360n)°) = (-2, -240°) = (-2, 120°)

(-2, 240°)

Equivalents will be ...

  (-2, (240 +360n)°) = (-2, -120°)

  (2, (240 +180 +360n)°) = (2, -300°) = (2, 60°)