Does a polar integral relate to circles or rectangles and why?
Polar integrals are related to circle because in the polar integral we use polar coordinates to evaluate the integral.
When you fix a variable and then vary other variable then you generate two shapes: Circle and plane.
A circle is obtained when r is kept constant and make θ vary, a plane is obtained when θ is kept constant and make r vary and if you vary both the variables using a simple equation relation between them then you get a curve that is circle like.
Because polar coordinates give us a circle shape with only one variable therefore, polar integral and polar graph are related to circle.
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