The 2 paths has a differential of df = 3ax2ydx + (ax2 + 2by)dy. It can be

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The 2 paths has a differential of df = 3ax2ydx + (ax2 + 2by)dy. It can be shown that going from origin to pt (2,2) is path independent. True or False?

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Linear Algebra A Modern Introduction

ISBN: 978-1285463247

4th edition

Authors: David Poole

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Posted Date: Jan 12, 2021 03:49 AM

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The 2 paths has a differential of df = 3ax2ydx + (ax2 + 2by)dy. It can be

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when ty fco fP ffde conservative So FALSE Fdy o for one part... View the full answer

Linear Algebra A Modern Introduction

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