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What are the rectangular coordinates of the polar coordinates (2√2,−π/12)?

Enter your answer in the box. Enter values rounded to the nearest hundredth.

(|_|, |_|) <-- the box just an fyi

 May 3, 2022
 #1
avatar+9459 
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You can convert polar coordinates to rectangular coordinates by using the formula \((r, \theta)_{\text{polar}} = (r\cos \theta, r\sin \theta)_{\text{rectangular}}\).

 

Plug in the numbers and use a calculator to get your answer.

 May 3, 2022
 #2
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Muchas Gracias persona, pero tengo otra pregunta:

 

What is the rectangular form of the polar equation?

r−rcosθ=6

 

 

 

 

x=12y^2−36

x=12y^2−3

x=112y^2−36

x=112y^2−3

Guest May 3, 2022
 #3
avatar+9459 
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Please start a new post for a new problem.

MaxWong  May 3, 2022
 #4
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y porque? um why i say in mi language (for you if you not know it), sorry english not very good.

Guest May 3, 2022

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