Slide 1 Slide 2 Volume of Revolution, Shell Method A flat sheet of plastic is of length L, width W and thickness dx What is the volume of this sheet? The volume dV of the…
Slide 1 1 Chapter 9 Differential Equations: Classical Methods A differential equation (DE) may be defined as an equation involving one or more derivatives of an unknown dependent…
Slide 1 Do Now: p.381: #8 Integrate the two parts separately: Shaded Area = Slide 2 Section 7.2b Slide 3 Integrating with Respect to y Sometimes the boundaries of a region…
Slide 1 Exercise to treat spin-dependent decays I.Goal: – Study the relationship between momentum p e accuracy/precision and a, Analyzing power. – Estimate the required…
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Fast Shower Simulation in ATLAS Calorimeter Wolfgang Ehrenfeld – University of Hamburg/DESY On behalf of the Atlas-Calorimeter and Atlas-Fast-Parameterisation Groups Victoria,…
VC 2.05 Double Integrals, Volume Calculations, and the Gauss-Green Formula 1 Example 1: A Double Integral Over a Rectangular Region 2 Example 2: Changing the Order of Integration…
Section 7.2: Areas in the Plane Brainstorm how you would find the shaded area below. Section 7.2: Areas in the Plane Objective: Students will be able to⦠Find the area…
Slide 1 Implicit Differentiation Department of Mathematics University of Leicester www.le.ac.uk What is it? The normal function we work with is a function of the form: This…
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