Chapter 26: Q. 1 (page 736)

Figure Q26.1 shows the $x$ -component of $\vec{E}$ as a function of $x$ . Draw a graph of $V versus x$ in this same region of space. Let $V = 0 V at x = 0 m$ and include an appropriate vertical scale.

Short Answer

Expert verified

The required graph is

Step by step solution

: Given information and formula used

Given :

$V = 0 V at x = 0 m$ in the graph :

Theory used :

Electric field is the negative slope (“derivative” or “gradient”) of the potential.

$\vec{E} = - \frac{Δ V}{Δ x}$

Potential energy is related to electric potential by the charge. It only makes sense if you know the sign & magnitude of the test charge you want to use.

Drawing a graph of V versus x

Since $\vec{E} = - \frac{Δ V}{Δ x}$ ,so the required graph is :

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Figure Q26.1 shows the $x$ -component of $\vec{E}$ as a function of $x$ . Draw a graph of $V versus x$ in this same region of space. Let $V = 0 V at x = 0 m$ and include an appropriate vertical scale.

Short Answer

Step by step solution

: Given information and formula used

Drawing a graph of V versus x

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Figure Q26.1 shows the x-component of E→as a function of x. Draw a graph of Vversusxin this same region of space. Let V=0Vatx=0mand include an appropriate vertical scale.

Short Answer

Step by step solution

: Given information and formula used

Drawing a graph of V versus x

One App. One Place for Learning.

Most popular questions from this chapter

Recommended explanations on Physics Textbooks

Fluids

Kinematics Physics

Magnetism

Conservation of Energy and Momentum

Mechanics and Materials

Solid State Physics

Study anywhere. Anytime. Across all devices.

Figure Q26.1 shows the $x$ -component of $\vec{E}$ as a function of $x$ . Draw a graph of $V versus x$ in this same region of space. Let $V = 0 V at x = 0 m$ and include an appropriate vertical scale.