For the polar point (−4,−3π4) a) Give alternate coordinates with r&gt;0 and −2π≤θ&lt;0. b) Give alternate coordinates with r&lt;0 and 0≤θ&lt;2π. c) Give alternate coordinates of your choice.

Question

For the polar point (−4,−3π4) a) Give alternate coordinates with r&amp;gt;0 and −2π≤θ&amp;lt;0. b) Give alternate coordinates with r&amp;lt;0 and 0≤θ&amp;lt;2π. c) Give alternate coordinates of your choice.

Willie · Accepted Answer

Step 1  Given: P(−4,−3π4)  a) (−4,−3π4)=(4,−3π4+π)  =(4,π4)  So, (−4,−3π4)=(4,π4)  Step 2  b) (−4,−3π4)=(−4,−3π4+2π)  =(−4,−5π4)  So, (−4,−3π4)=(−4,5π4)  c) (−4,−3π4)=(4,−3π4+3π)  =(4,9π4)  So, (−4,−3π4)=(4,9π4)

Jeffrey Jordon · Accepted Answer

Answer is given below (on video)

For the polar point (−4,−3π4) a) Give alternate coordinates with r>0 and −2π≤θ<0. b) Give...

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