Solution Found!
Ellipse problems Let R be the region bounded
Chapter 14, Problem 52E(choose chapter or problem)
QUESTION:
Ellipse problems Let R be the region bounded by the ellipse \(x^{2} / a^{2}+y^{2} / b^{2}=1\), where a > 0 > and b > 0 are real numbers. Let T be the transformation x = au, y = bv.
Find the average distance between points in the upper half of R and the x-axis.
Questions & Answers
QUESTION:
Ellipse problems Let R be the region bounded by the ellipse \(x^{2} / a^{2}+y^{2} / b^{2}=1\), where a > 0 > and b > 0 are real numbers. Let T be the transformation x = au, y = bv.
Find the average distance between points in the upper half of R and the x-axis.
ANSWER:Solution 52EStep 1