Explanation 1) Concept: Using differentiation, we can show that Eq. 38 - 24 is indeed a solution of Eq. 38 - 22 . 2) Calculations: a) Equation 38 - 24 gives ψ x = A e i k x + B e - i k x Differentiating it with x gives d ψ x d x = d d x A e i k x + B e - i k x d ψ x d x = i k A e i k x - i k B e - i k x Again differentiating gives d 2 ψ x d x 2 = d d x i k A e i k x - i k B e - i k x d 2 ψ x d x 2

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Question

Chapter 38, Problem 62P

To determine

To show:

Eq.38-24 is indeed a solution of Eq.38-22.

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Chapter 38, Problem 61P

Chapter 38, Problem 63P

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Three point-like charges are placed at the corners of a square as shown in the figure, 28.0 cm on each side. Find the minimum amount of work required by an external force to move the charge q1 to infinity. Let q1=-2.10 μC, q2=+2.40 μС, q3=+3.60 μC.

Chapter 38 Solutions

FUNDAMENTALS OF PHYSICS,AP ED.

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