Show that Si2 f dæ + g dy + h dz = S - (4xy³z*dx + 6y?x?z4dy + 8z°y³x²dz) is independent of path: (-1,-5,-3) J(5,–1,2) c(-1,–5,-3) _ J(5,–1,2) ah -242,2,3 %3D ag az af %3D az –16xp3_3 ah |- 16xy3,3 -12y-4 ag Therefore curlF = C-1,-5,-3) Ss,-1,2)- (4xy*zªdx + 6y²x²z*dy+ 82°y%x*dz) = |
Show that Si2 f dæ + g dy + h dz = S - (4xy³z*dx + 6y?x?z4dy + 8z°y³x²dz) is independent of path: (-1,-5,-3) J(5,–1,2) c(-1,–5,-3) _ J(5,–1,2) ah -242,2,3 %3D ag az af %3D az –16xp3_3 ah |- 16xy3,3 -12y-4 ag Therefore curlF = C-1,-5,-3) Ss,-1,2)- (4xy*zªdx + 6y²x²z*dy+ 82°y%x*dz) = |
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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