ELEC 2411 - Lab 1

Please break this down for me as much as possible, im struggling to grasp kirchhoff's, thank you.

Analyze the scale divisions and determine the experimental error for the measurements, and enter it along with its units into table 5. Based on the value of the experimental error estimate the value of the "Volts" measurement Round your estimate to the correct number of significant figures, and enter this value into table 5. Below you are given the read-out from a voltmeter. Table 5 Volts Volts Error Value Value > Units > volts volts volts 4 6. 10

3. The figure on the left below shows a schematic diagram of a battery. The voltage measured by U1 is called the terminal voltage given R1 = 1 ohm. In the figure on the right below, the terminal voltage of each of the battery-resistor combination is Vr = 1.5 volts. Find the following: a. The current passing through R5. b. The currents passing through R1 and R3 C. The voltage across R1. d. The voltage of the battery EMF. e. The percentage of voltage loss ot the battery due to the internal resistance R1. The power dissipated by the internal resistance R1. g. The power dissipated by R5 if R1 = R2 = R3 = R4 = 0. h. The percentage of power dissipation loss due to the four resistors R1, R2, R3, and R4 f. R1 R3 S10 R1 U1 1.500 EMF EMF R5 100 V1 R2 $10 EMF R4 EMF EMF

1. Why resistance is an important property in the field of electronics and electricity? 2. When a resistance measuring device, such as the ohmeter, is not available, how would one go about determining the value of resistance in a particular electronic circuit or device? 3. What would be the impact on the resistance, current, and voltage if you put two or more resistors in series and in parallel?

Please show all work and circle your answers. Thank you

1) In the following circuit using Kirchhoff's find: a) The current in each branch of the circuit. b) Terminal voltage for each branch (state whether each battery is charging or discharging). R1 26 B1 14V ++ R2 29 B2 21V R3 28 Note: All resistor values are in Ohms

Part II: The potential difference across different elements of a circuit resistance in series 1. Using the circuit shown below, set R1 and R2 as shown in the chart below. For each pair of resistances in the chart below, record the drop in voltage, or potential, across R1 (Figure a), drop in voltage, or potential, across R2 (Figure b), then record it across both resistors (Figure c). R, R, E, E, R, Figure a Figure b R, E, E, R, Figure c them Resistance Values, Voltage Drops, and Curfent Data Values R, (ohms) (ohms) R2 V, (volts) 4 1-716 V 1.47 V V2 (volts) 0.268 V V12 (volts) | (amps) 26 1.984 1.978 V 65.6 MA 22 0.531 V 65.6 MA 18 1-978 V 12 0.920 V L.182 V 0796 V 65.6 mA 1.980 V 1.981 V 14 16 1.062 V 65.6 mA 10 20 0.657V 1.325 V 24 1.985 V 65.7 mA 0- 398 V 1. 587 V 65.6 mA please help mewith Question 2 and 3 no calculation needed just a faugafh combination from the voltage and current numbers for that combination. Can this be developed 2. From the data above, explore the relationship…

Question: A battery is charged from a constant dc source of 220 V through a chopper. The dc battery is to be charged from its internal emf of 90 V to 122 v. The battery has an internal resistance of 1 ohm for a constant charging current of 10 A. What is the range of duty сycle? Option 1: 0.55 to 0.7 Option 2: 0.2 to 0.4 Option 3: 0.45 to 0.6 Option 4: 0.3 to 0.5

Analog Meter Reading