1
answer
0
watching
88
views
6 Oct 2020
The Mean Value Theorem for double integrals says that if f is a continuous function on a plane region D that is type I or II, then there exists a point in D such that . Use the Extreme Value Theorem (14.7.8) and Properly 15.2.11 of integrals to prove this theorem. (Use the proof of single-variable version.)
The Mean Value Theorem for double integrals says that if f is a continuous function on a plane region D that is type I or II, then there exists a point in D such that . Use the Extreme Value Theorem (14.7.8) and Properly 15.2.11 of integrals to prove this theorem. (Use the proof of single-variable version.)
Priyanshu PatelLv10
29 Jan 2021