1 Answer to A 3.0-ohm resistor, an unknown resistor, R, and two ammeters, A 1 and A 2 are connected as shown below with a 12-volt source. Ammeter A 2 reads a current of 5.0 amps. A) Determine the equivalent resistance of the circuit shown B) Calculate the current measured by ammeter A 1 in the diagram shown. C)...
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- 1. A battery labeled 12.0 V supplies 1.90 A to a 6.00-Ω resistor. A. What is the terminal voltage of the battery? B. What is its internal resistance? 2. What terminal voltage must an ideal battery (no significant internal resistance) have to produce a 0.50-A current through a 2.0 Ω resistor? 3. A 0.60 m long copper wire has a 0.10 cm diameter ...
- Aug 29, 2019 · Apparatus: Moving coil galvanometer , two resistance boxes , two one way keys , connecting wires , sand paper and a battery. Theory: To find resistance of galvanometer (G) Galvanometer of resistance G when connected in series with a resistance R and a battery of emf E , the current is I=E/(R+G) if 𝚹 is the deflection.
19—1 Emf and Terminal Voltage 1. (I) Calculate the terminal voltage for a battery with an internal resistance of 0.900 and an emf of 8.50 V when the battery is connected in series with (a) an 81 ,O-n resistor, and (b) an 810-0 resistor. 2. (l) Four 1.5-V cells are connected in series to a 12-1) light- bulb.
- A 12V battery has an internal resistance of 2.0Ω. A load of variable resistance is connected across the battery and adjusted to have[1 mark] resistance equal to that of the internal resistance of the battery. Which statement is correct for this circuit? A. The current in the battery is 6A. B. The potential difference across the load is 12V. C.
connected to a 16-volt battery as shown. 4.0 Q 16 V 4.0 The rate at which electrical energy is expended in this circuit is 1. 8.ow 2. 16 w 3. 32W 4. 64 W TWO identical resistors connected in series have an equivalent resistance of 4 ohms. The same two resis- tors, when connected in parallel, have an equivalent resistance of 1. I ohm 2. 2 ohms
- The above figure shows a typical no-load saturation curve or open circuit characteristics for all types of DC generators. 2. Internal or Total Characteristic (E/I a) An internal characteristic curve shows the relation between the on-load generated emf (Eg) and the armature current (I a).
A 12 V car battery dies not so much because its voltage drops but because chemical reactions increase its internal resistance. A good battery connected with jumper cables can both start the engine and recharge the dead battery. Consider the automotive circuit of the figure. a.
- 1) Ammeter A1 is measuring the (total) current supplied by the 12 Volt battery. You can calculate this current by dividing the 12 Volts voltage by the net resistance seen by the battery (R 1 through R 4 in parallel). 2) Ammeter A2 is measuring the current passing through the resistance R 1.
owing out of the region shown highlighted below, we obtain I X 5 1+2 = 0. Hence I X = 4A. 6. The three series resistors are equivalent to a single resistor with a value of 1 + 5 + 2 = 8k. 7. The three series resistors are equivalent to a single resistor with a value of 1 1=1 +1 =5 1 2 = 1 1:7 = 0:588k. 8. We can rst combine the parallel 2k and ...
- 16. A battery of e.m.f. 9.0V and internal resistance 1.5 Ω is connected in series with a resistor and a current 0.5A passes through the resistor. Calculate a. the resistance of the resistor in the circuit b. the total rate at which chemical energy is transformed by the battery Solutions 16a. p.d. across the internal resistance = 0.5 x 1.5 = 0.75 V
A cylindrical metal rod of length L and diameter D is connected across a battery having no internal resistance. An ammeter in the circuit measures the current to be I. If we now double the diameter of the rod, but change nothing else, the ammeter will read 4I.
- A battery of emf E and internal resistance r is connected across a resistance R. Resistance R can be adjusted to any value greater than or equal to zero. A graph is plotted between the current (i) passing through the resistance and potential difference (V) across it. Select the correct alternative(s).
Express yo For an ideal battery (r = 0 Ω), closing the switch in (Figure 1)does not affect the brightness of bulb A. In practice, bulb A dims just a little when the switch closes. To see why, assume that the 1.50 V battery has an internal resistance r 0.20 2 and that the resistance of a glowing...