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- The circuit in the figure on the right shows a network of resistors connected in series and in parallel. (a) Determine the total resistance of the network. (b) What is the current through the 3.00-Ω?Which is a combination series and parallel circuits And how do a i find total resistance? (Picture posted of the diagram)37)Consider the circuits shown below. (a) What is the current through each resistor in part (a)? (b) What is the current through each resistor in part (b)? (c) What is the power dissipated or consumed by each circuit? (d) What is the power supplied to each circuit? Please show all work using this. (Actual values, equations, and drawings)
- 1. Explain in words what will happen to the equivalent resistance as the resistors are added in series? 2. explain in words what will happen to the equivalent resistance as the resistors are added in parallel?Draw a circuit diagram to show how you would measure (i) the current flowing through a resistor in a circuit, (ii) the voltage across a resistor in a circuit.In the left figure, create two formulations/equations of the currents IT, I1, I2, & I3 using the conceptof KCL. On the other hand, create two formulations/equations of the given voltages using theconcept of KVL on the right figure.
- Given the circuit in figure shown below. 1. What is the total resistance of the circuit?\ 2. If E = 40 V, what is the voltage on R₁? 3. If E = 20 V, what is the current through R₃ 4. If 1.5 A flows through R₂, what is EQuestion 2 Which equation correctly relates the current to the voltage in a simple circuit? A I=RV B I=V/R C I=R/V D I=R+VPart a and b, please. For the circuit shown in the figure (Figure 1) both meters are idealized, the battery has no appreciable internal resistance, and the ammeter reads 1.60 A Part a What does the voltmeter read? Part b What is the emf E of the battery?
- I need help finding the voltage across the 1500 ohm resistor and the current through the 3900 ohm resistor. Attached is a picture of the circuit.A 0.0225-Ω ammeter is placed in series with a 7.5-Ω resistor in a circuit. Part (a) Calculate the resistance, in ohms, of the combination. Part (b) If the voltage is kept the same across the combination as it was through the 7.5-Ω resistor alone, what is the percent decrease in current? Part (c) If the current is kept the same through the combination as it was through the 7.5-Ω resistor alone, what is the percent increase in voltage?How to solve the values of the currents, voltages, and resistances shown in the circuit? I would appreciate a very detailed explanation with the formulas like Iin = Iout (or like how to get the formula for each current) I asked this already but I don't know how they came to 8A for Ic and the other formulas like 4 + Ic for Ib