2083 BaishakhChapter 1: Calculus of Two and More Variables1.1 Partial Differentiation
If u = xyz, v = xy + yz + zx, w = x + y + z, find the Jacobian ∂(u, v, w)∂(x, y, z).
Calculus of Two and More Variables
ENSH 151 · Chapter 1
Your campus trial expires in
Click to unlock PremiumCourse Resources
- Chapters
- 6
- Questions
- 8
Past questions by syllabus
Calculus of Two and More Variables
Partial Differentiation
6 questions- 2083 BaishakhChapter 1: Calculus of Two and More Variables1.1 Partial Differentiation
If u = sin-1x² + y²x + y, then show that x∂u∂x + y∂u∂y = tan u.
- 2082 BhadraChapter 1: Calculus of Two and More Variables1.1 Partial Differentiation
Show that x∂u∂x + y∂u∂y = sin 2u where u = tan-1x³ + y³x - y.
- 2081 AshwinChapter 1: Calculus of Two and More Variables1.1 Partial DifferentiationClick to unlock premiumSee the full question with a premium plan
- 2082 BhadraChapter 1: Calculus of Two and More Variables1.1 Partial DifferentiationClick to unlock premiumSee the full question with a premium plan
- 2081 AshwinChapter 1: Calculus of Two and More Variables1.1 Partial DifferentiationClick to unlock premiumSee the full question with a premium plan
Extreme Values of Two and Three Variables. Lagrange's Multiplier
2 questions- 2083 Baishakh2081 AshwinChapter 1: Calculus of Two and More Variables1.2 Extreme Values of Two and Three Variables. Lagrange's MultiplierClick to unlock premiumSee the full question with a premium plan
- 2082 BhadraChapter 1: Calculus of Two and More Variables1.2 Extreme Values of Two and Three Variables. Lagrange's MultiplierClick to unlock premiumSee the full question with a premium plan