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The Mean Value Theorem for double integrals says that if is a continuous function on a plane region that is of type I or II, then there exists a point in such that
Use the Extreme Value Theorem and Property 15.2.11 of integrals to prove this theorem.
The Mean Value Theorem for double integrals says that if is a continuous function on a plane region that is of type I or II, then there exists a point in such that
Use the Extreme Value Theorem and Property 15.2.11 of integrals to prove this theorem.
David MacatangayLv10
28 Jan 2021