If q x2 yz3 %3D =, the small increment in q with &r=8y=8z=±0.1 can be approximately calculated by 2(20.1) +(20.1) + 2yz3 (%±0.1) + 2yz3 (±0. Lx) + &q = - (±0.ly) + 3yz2 3yz2 (±0.1z) 2yz 2yz (+0. Lx) + (+0.ly) + (+0.1) + (+0.1) + 3vz2 (+0.12) 3y22
If q x2 yz3 %3D =, the small increment in q with &r=8y=8z=±0.1 can be approximately calculated by 2(20.1) +(20.1) + 2yz3 (%±0.1) + 2yz3 (±0. Lx) + &q = - (±0.ly) + 3yz2 3yz2 (±0.1z) 2yz 2yz (+0. Lx) + (+0.ly) + (+0.1) + (+0.1) + 3vz2 (+0.12) 3y22
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 9T
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