To assist you in solving the circuit and filling out the table in your document, let's proceed step by step:

1. Analyze the Circuit

The circuit diagram you uploaded appears to include:

• Multiple resistors $R_1, R_2, R_3, R_4, R_5,$ and $R_6$.
• Switches $SA_1$ through $SA_6$ to control current flow.
• A voltage source $E_1 = 5 \, \text{V}$.

We can solve this systematically to calculate total resistance ($R_T$), currents ($I_T, I_{R3}, I_{R4}, I_{R5}$), and power dissipations ($P_T, P_{R3}, P_{R4}, P_{R5}$) based on circuit configuration.

2. Procedure to Fill the Table

Section 1: Calculated Values

1. Determine Total Resistance $R_T$:

   • Analyze how the resistors are connected (series/parallel).
   • Combine equivalent resistances step by step.

2. Current Calculations:

   • Use Ohm's Law ($I = \frac{V}{R}$) to calculate total current $I_T$.
   • For parallel branches, calculate currents through $R_3, R_4,$ and $R_5$ using voltage division and branch resistance.

3. Power Calculations:

   • Use the formula $P = I^2 \cdot R$ or $P = V \cdot I$ for each resistor and for the total circuit.

Section 2: Measured Values

• These values are determined experimentally by measuring resistance, current, and power directly. They are filled in after performing the actual experiment.

Steps to Solve

Would you like me to:

1. Solve the theoretical portion (Section 1) by calculating values for $R_T, I_T, I_{R3}, I_{R4}, I_{R5}, P_T, P_{R3}, P_{R4}, P_{R5}$?
2. Provide formulas and step-by-step guidance for filling in the measured portion?
3. Analyze the effect of each switch $SA_1$ through $SA_6$ on the circuit?

Let me know how you’d like to proceed! 😊

Questions to Explore:

1. What are the combinations of resistors that are connected in series vs. parallel?
2. How does each switch $SA$ affect the circuit configuration?
3. How can we experimentally measure each resistance, current, and power value?
4. What is the difference between calculated and measured values in practice?
5. What are potential sources of error in measuring values in such a circuit?

Tip:

Always double-check the units of your calculations (e.g., Ohms, Amps, Watts) and ensure consistent use of $V = I \cdot R$ and $P = I^2 \cdot R$.