Part (a) of the figure shows two charged particles fixed in place on an x axis with separation L. The ratio 9₁/92 of their charge magnitudes is 4.00. Part (b) of the figure shows the x component Enet,x of their net electric field along the x axis just to the right of particle 2. The x axis scale is set by x, = 30.3 cm. (a) At what value of x > 0 is Enet,x maximum? (b) If particle 2 has charge-3e, what is the value of that maximum? Assume e = 1.602 × 10-19 C. (a) Number (b) Number i i +91 -92 (a) Unit Unit m N/C Enet,x (108N/C) 0 x (cm) (6) x₂

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**Electric Fields of Charged Particles**

Part (a) of the figure shows two charged particles fixed in place on an x-axis with separation \( L \). The ratio \( q_1/q_2 \) of their charge magnitudes is \( 4.00 \). Part (b) of the figure shows the x component \( E_{\text{net},x} \) of their net electric field along the x-axis just to the right of particle 2. The x-axis scale is set by \( x_s = 30.3 \) cm.

**Questions:**

(a) At what value of \( x > 0 \) is \( E_{\text{net},x} \) maximum?

(b) If particle 2 has charge -3e, what is the value of that maximum? Assume \( e = 1.602 \times 10^{-19} \) C.

**Submit Answers:**

(a) 
- **Number**: {Input Field}
- **Unit**: m {Drop-down}

(b) 
- **Number**: {Input Field}
- **Unit**: N/C {Drop-down}

**Explanation of Figures:**

Figure (a):
- Shows two charged particles on an x-axis. The particle on the left, labeled \( +q_1 \), and the particle on the right, labeled \( -q_2 \), are separated by a distance \( L \).

Figure (b):
- A graph depicting \( E_{\text{net},x} \) (in units of \( 10^8 \) N/C) versus \( x \) (in cm).
- The x-axis ranges from 0 to \( x_s \).
- The electric field is shown to increase sharply from -4 units to near 2 units as \( x \) increases and levels off as it approaches \( x_s \).
Transcribed Image Text:**Electric Fields of Charged Particles** Part (a) of the figure shows two charged particles fixed in place on an x-axis with separation \( L \). The ratio \( q_1/q_2 \) of their charge magnitudes is \( 4.00 \). Part (b) of the figure shows the x component \( E_{\text{net},x} \) of their net electric field along the x-axis just to the right of particle 2. The x-axis scale is set by \( x_s = 30.3 \) cm. **Questions:** (a) At what value of \( x > 0 \) is \( E_{\text{net},x} \) maximum? (b) If particle 2 has charge -3e, what is the value of that maximum? Assume \( e = 1.602 \times 10^{-19} \) C. **Submit Answers:** (a) - **Number**: {Input Field} - **Unit**: m {Drop-down} (b) - **Number**: {Input Field} - **Unit**: N/C {Drop-down} **Explanation of Figures:** Figure (a): - Shows two charged particles on an x-axis. The particle on the left, labeled \( +q_1 \), and the particle on the right, labeled \( -q_2 \), are separated by a distance \( L \). Figure (b): - A graph depicting \( E_{\text{net},x} \) (in units of \( 10^8 \) N/C) versus \( x \) (in cm). - The x-axis ranges from 0 to \( x_s \). - The electric field is shown to increase sharply from -4 units to near 2 units as \( x \) increases and levels off as it approaches \( x_s \).
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