The circle's perimeter is determined by F = -9π, according to green's theorem.
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What is Green's theorem?</h3>
The simple formula for Green's theorem is the link between the total amount of microscopic circulation inside curve C and the macroscopic circulation revolving around it.
Remembering that we are talking about two dimensions, if C is a straightforward closed curve in the plane, it will enclose the region D (shown in red) in the plane.
So, knowing that this exercise should be solved using Green's theorem, then:
You must convert in this manner to polar coordinates, and the result will be:
Therefore, the circle's perimeter is determined by F = -9π, according to green's theorem.
Know more about Green's theorem here:
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Correct question;
Suppose F⃗ (x,y)=4yi⃗ +2xyj⃗ . Use Green's Theorem to calculate the circulation of F⃗ around the perimeter of a circle C of radius 3 centered at the origin and oriented counter-clockwise.
Answer:
each avocado costed 4$
Step-by-step explanation:
24-4=20 20/5 = 4
Answer:
8. Skewed Left
9. 75
10. About 80 (probably 81 or 82)
You multiply them like you would multiply anything, but the answer would be negative because a negative times a positive equals a negative.