Let D be the region between the circles of radius 6 and radius 8 centered at the

Anonym

Anonym

Answered question

2021-09-25

Let D be the region between the circles of radius 6 and radius 8 centered at the origin that lies in the third quadrant.
Express D in polar coordinates.
Select the correct answer below:
1) D={(r,θ)6r8,0θπ2}
2) D={rθ)6r8,πθ3π2}
3) D={(r,θ)0r8,πθ3π2}
4) D={(r,θ)6r8,πθ2π}

Answer & Explanation

dessinemoie

dessinemoie

Skilled2021-09-26Added 90 answers

Given:let D be the region between the circles of radius 6 and 8 centered at the origin that lies in the third quadrant express D in polar coordinates.
Here the region D is between the circles with radius r=6,r=8 centered at the origin
that is 6r8 and that lies in quadrant 3
So,
πθ3π2
Therefore,
D={(r,)6r8,π≤∴≤3π2}
Therefore the 2 nd option is the correct one

Do you have a similar question?

Recalculate according to your conditions!

New Questions in High school geometry

Ask your question.
Get an expert answer.

Let our experts help you. Answer in as fast as 15 minutes.

Didn't find what you were looking for?