- We would normally expect a 3 V cell to have an EMF of about 3 V, and an internal resistance which is much higher than the AA cell - which indeed is what we found, measuring an internal resistance of 15 Î©
- e the emf and internal resistance of an electrical cell Practical activities have been safety checked but not trialled by CLEAPSS. Users may need to adapt the risk assessment information to local circumstances. Core practical 3: Deter
- al of the
**cell**to the other. since V = IR then E = I (R+r - al voltage of a cell or battery is always smaller than it's EMF. The ter
- Incidentally, a pure voltage source is usually referred to as an emf (which stands for electromotive force). Of course, emf is measured in units of volts. A battery can be modeled as an emf connected in series with a resistor, which represents its internal resistance
- The relationship between internal resistance (r) and emf (e) of cell s given by. e = I (r + R) Where, e = EMF i.e. electromotive force (Volts), I = current (A), R = Load resistance, and r is the internal resistance of cell measured in ohms
- als of the cell when no current is flowing. e = electromotive force in volts,

The internal resistance of a cell is simply the resistance from one terminal of the cell to the other ** Find the emf(V) and internal resistance (r) of a single battery which is equivalent to a parallel combination of two batteries of emfs V 1 and V 2 and internal resistance r 1 and r 2 respectively**, with polarities as shown in the figure

So, it is the sum of the work done to carry the charge through the conducting wire with external resistance (R) and cell with internal resistance (r). â„° = V+V' â€”â€”â€”â€”â€”â€”- (1 Cell, solar cell, battery, generator, thermocouple, dynamo, etc are examples of sources of emf. Solved Example. Example: Find the terminal potential difference of a cell when it is connected to a 9-ohm load with cell emf = 2 Volts and resistance (internal) 1 ohm? Sol: Given. emf =2. External resistance = 9 ohm. Internal resistance = 1 ohm.

Cells, EMF and Internal Resistance Cells, EMF, Internal Resistance are the components which complete the circuit and help the flow of electricity within the circuit. Cells, emf and internal resistance are inter-related to one another. Batteries i.e. Cells are posses internal resistance and potential difference i.e. voltage By recording values of current and terminal pd as the external resistance changes you can plot the graph and find the internal resistance and the emf of the cell. If there is more than one cell in series the internal resistances of the cells must be added. Resistivity and Conductivity Back to Resistance If E is the emf (open-circuit voltage) of the battery and r s is the internal resistance, the equation relating the series current I S through an external resistance R L is given by: I S = E r s + R L Now, the voltage across the battery terminals V B A T is given by V B A T = E âˆ’ I S â‹… r s = E R L r s + R

Internal resistance usually refers to the resistance associated with batteries. So, $1.6$ $\Omega$ and $1.4$ $\Omega$ are related to $16.0 V$ and $8.0 V$ batteries respectively This physics video tutorial explains how to calculate the internal resistance of a battery when connected to a load resistor. It explains the difference bet..

http://scienceshorts.net Please don't forget to leave a like if you found this helpful! If you appreciate the help, consider tipping me to keep me going :) h.. * When the resistance is 5 ( the current is 3*.8 A. Find the emf and the internal resistance of the battery. 5. When a cell is connected directly across a high resistance voltmeter the reading is . 1.50 V. When the cell is shorted through a low resistance ammeter the current is 2.5 A. What is the emf and internal resistance of the cell? 6

Emf and Internal Resistance Consider the circuit given below. The cell can be modified with an emf Îµ and the internal resistor with resistance r which is connected in series. An external load resistor with resistance R is also connected across the circuit * The voltmeter is used in the circuit to get the emf values*. The addition of a resistor in the circuit drops the reading on the voltmeter voltage, v. Meanwhile, the voltage does not experience full transfer in the circuit but a portion of it is wasted due to the presence of internal resistance within the battery. The dry cell only possesses.

** Internal Resistance, r The chemicals inside a cell offer a resistance to the flow of current, this is the internal resistance on the cell**. Internal Resistance is measured in Ohms, Î© Linking emf and r If we look at the statement in the box above and apply it to the circuit below, we can reach an equation that links emf and r. Total emfs = total. Internal resistance and the flow of current. As more current flows from a cell the rate of reaction in the cell increases and more heat is generated, and correspondingly the higher the lost volts.There is a directly proportional relationship between the current and the energy lost by the internal resistance Homework Statement A bulb is used in a torch which is powered by two identical cells in series each of EMF 1.5 V. The bulb then dissipates power at the rate of 625 mW and the PD across the bulb is 2.5 V. Calculate (i) the internal reistance of each cell and (ii) the energy dissipated in each cell in one minute

Question: 16 A Cell Of Emf 2V Has An Internal Resistance 0.192. Calculate The Terminal P.d. When (a) There Is No Load Connected And (b) A 2.99 Resistor Is Connected Across The Terminals. Explain Why These Two Answers Are Different. 17 A Battery Has A Terminal Voltage Of 1.8V When Supplying A Current Of 9 A The diagram shows three resistors connected across a cell of emf 1.8 V Electricity & Magnetism (10) The diagram above shows three resistors connected across a cell of e.m.f. 1.8 V and internal resistance r. Calculate: Current through 3 W resistor. The internal resistance r. Answer (i) I 3Î© = (0.3 x 1.5)/(3 + 1.5) = 0.45/4.5 = 0.1 RELOAD if chapter isn't visible.. android. file_downloa

Internal resistance of a shoe box cell. If readings are entered into a spreadsheet it is easy for interested students to plot further graphs, including load resistance/power dissipated in resistor. Such a graph will show a peak power output when the load resistance is equal to the internal resistance of the cell We were given the following equipment and built the following circuit in order to find the EMF and Internal Resistance of the cell pack given. Equipment 1. Voltmeter 2. Ammeter 3. Rheostat 4. Cell Pack 5. Wires to connect Method 1. Build the circuit shown in the diagram below. 2. Take a reading of Voltage and Current. 3.. the current intensity for each resistance (R1, R2, R3). Record the table. Plot a graph of V against I. This is the current-voltage characteristics of the cell. The characteristics is shown as straight line in Figure 2. Figure 2 To derive the equation relating EMF, terminal PD, current and internal resistance us For a supply of emf E, which has internal resistance r, E=I (r+R), where R is the external circuit resistance and I is the current in the supply. A battery delivers maximum power to a circuit when the load resistance is equal to the internal resistance of the battery

..Careful measurement of emf and or internal resistance of a cell Aim To measure voltage and current in the circuit and from that figure work out emf and internal resistance of the cell, to identify errors involved and deal with them in the most effective way and maintain a safe working environment at all times The EMF of the cell can be determined by measuring the voltage across the cell using a voltmeter and the current in the circuit using an ammeter for various resistances. We can then set up a circuit to determine EMF as shown below. The EMF and internal resistance of electric cells and batterie A cell of emf 'E' and internal resistance 'r' is connected across a variable load resistor R. Draw the plots of the terminal voltage V versus (i) R and (ii) the current I. It is found that when R = 4, the current is 1 A and when R is increased to 9, the current reduces to 0.5 A. Find the values of the emf E and internal resistance r The smaller the internal resistance for a given emf, the more current and the more power the source can supply. Figure 2. Any voltage source (in this case, a carbon-zinc dry cell) has an emf related to its source of potential difference, and an internal resistance r related to its construction. (Note that the script E stands for emf.) If a cell with internal resistance is connected to a resistor, the current will flow from the cell. As current flows through the internal resistance, some energy is converted from electrical to heat inside the cell (so the cell gets hot). That results in a potential drop across the internal resistance of the cell

Worked Examples Up: Electric Current Previous: Energy in DC Circuits Power and Internal Resistance Consider a simple circuit in which a battery of emf and internal resistance drives a current through an external resistor of resistance (see Fig. 17).The external resistor is usually referred to as the load resistor.It could stand for either an electric light, an electric heating element, or. Favorite Answer Emf = E, internal resistance = r Current = E / (total resistance) With the 2ohm resistor, total resistance = 2+r, so: 0.6 = E / (2+r The emf of a cell is the maximum amount of energy which the cell can supply. When the cell is delivering current, the potential difference is less than then emf. This is due to the internal resistance of the cell. I = current in the circuit (A) R ext = effective resistance of the external circuit (Î© r = internal resistance of cell (Î©) Test. Hence the voltmeter reading gives the emf of the cell. A small value of resistance R is included in the external circuit and key K is closed. The potential difference across R is equal to the potential difference across the cell (V). Fig: Internal resistance of a cell using voltmeter. The potential drop across R, V = IR (1 When the cell is shunted by a resistance of 4 ohms, this distance reduces to 120 cm. Find the internal resistance of the cell. Given: e.m.f of a cell = e = 1.02 V, Balancing length when circuit is open = l = 150 cm = 1.5 m, Balancing length when cell is shunted l 1 = 120 cm = 1.2 m, Value of shunt = R = 4 ohm

Internal resistance of cell r = From this formula r may be calculated. Superiority of potentiometer to voltmeter. (i) If the process of measuring emf of a cell by potentiometer in the null point position, on current flows in the cell circuit, so cell remains in open circuit Experiment to find the emf (E) and the internal resistance (r) of a cell In-text: (Experiment to find the emf (E) and the internal resistance (r) of a cell, n.d.) Your Bibliography: Personal.psu.edu. n.d. Experiment to find the emf (E) and the internal resistance (r) of a cell **Internal** **resistance**. It is the **resistance** offered by material of the **cell**. When **the** **cell** is not used in a circuit and no current is drawn from it, potential difference between its ends is called its **EMF**.. When some current is drawn from the **cell**, some part of the **emf** is used to overcome its own **internal** **resistance**, so the potential difference across the external component is less than **emf** **of**. * Schematically, internal resistance r of a cell is shown as part of a cell of emf Îµ whose terminals A and B only are available to us for making connections*. When a resistance R is put across a cell of emf s and internal resistance r, the current drawn from the cell will be I = E/ (R+r

Batteries have internal resistance As charge goes around the circuit the sum of emfs must equal the sum of voltage drops leading to EMF = I R + I r The terminal voltage is equal to I R so this can be rearranged to give: V = E - I r and interpreted as terminal voltage = emf - 'lost volts' 9 Every year my Gr 12's have to find the internal resistance of a cell using Emf=IR + Ir where R is the external circuit resistance and r is internal resistance of the cell . I know very easy ways to find r but from this year the powers that be want us to do it with a battery with a voltmeter in parallel across it, and with a switch, variable.

To calculate internal resistance, we use a potentiometer to first calculate the voltage across the battery, with no current through it. Then we attach a resistor in parallel to the battery and recalculate the voltage across it. Since the current flows, this time the balancing length is smaller FACTORS AFFECTING INTERNAL RESISTANCE/EMF OF A PHYSICS INVESTIGATORY PROJECT. Mohit Yadav. paras prateek. Mohit Yadav. paras prateek. Related Papers. Senior Secondary Course Physics Laboratory Manual (312. By Rohit Jena. ENGINEERING PHYSICS DIPLOMA COURSE IN ENGINEERING FIRST & SECOND SEMESTER DIRECTORATE OF TECHNICAL EDUCATION GOVERNMENT OF.

- al voltage and the internal resistance of the battery (b) power delivered by the battery and power delivered to the resisto
- A cell of emf and internal resistance is connected to a wire of resistance. Another cell of the same emf is connected in series bur the current in the wire remain the same.Find the internal resistance of second cell 13.2 k 600
- The smaller the internal resistance for a given emf, the more current and the more power the source can supply. Figure 21.2. 2: Any voltage source (in this case, a carbon-zinc dry cell) has an emf related to its source of potential difference, and an internal resistance r related to its construction. (Note that the script E stands for emf.)
- Cells, Internal resistance, Emf. Representation of the cell. A cell is a device which generates electricity by using chemical energy. A cell consists of electrodes and electrolytes. Electrodes are the conductors through which current can pass.They can be in a form of wire or rod or plates
- Now that we know the voltage drop across the internal resistor and the current through it, we can use Ohm's Law again to find its resistance. From this, we can see that the internal resistance (at this moment) of the AA cell is 0.273 Î©
- al voltage versus current. As a dry cell ages or becomes discharged due to use, its emf declines somewhat and its internal resistance increases greatly. Thus, the condition of a dry cell may be deter

Question: 16 A Cell Of Emf 2V Has An Internal Resistance 0.122. Calculate The Terminal P.d. When (a) There Is No Load Connected And (b) A 2.92 Resistor Is Connected Across The Terminals. Explain Why These Two Answers Are Different. A Battery Has A Terminal Voltage Of 1.8V When Supplying A Current Of 9 A Q7. The diagram shows a circuit which may be used to find the emf Îµ and internal resistance r of a cell. (a) As the resistance R of the variable resistor is varied, values of the current I in the circuit and the terminal potential difference V across the cell are recorded

Internal resistance of primary cell : Internal resistance of primary cell . Close the key K 1. A constant current flows through the potentiometer wire. With key K 2 kept open, move the jockey along AB till it balances the emf e of the cell. Let l 1 be the balancing length of the wire. If k is the potential gradient, then emf of the cell will be. Aim: To determine the internal resistance of a given primary cell using cell using potentiometer. Apparatus: a potentiometer , a battery , (or eliminator ) , two one way key , a rheostat of low resistance , a galvanometer , a high resistance box , a fractional resistance box , an ammeter , a voltmeter , a cell , a jockey , a set square , connecting wires , a piece of sand paper * Internal resistance is resistance in ohms of the cell*. I will be using a 1.5V battery in the experiment. I will measure the voltage and current using multimeters. Calculation method I intend to rearrange the equation 'Îµ=Ir+IR' to form 'V= -Ir +Îµ' and then draw the y=mx+c graph equation to find EMF and internal resistanc`e

When the resistance is 5 \(\Omega\) the current is 3.8 A. Find the emf and the internal resistance of the battery. We have two unknowns but information for two different scenarios so we can solve simultaneously Two cells of emf E 1 and E 2 and internal resistances r 1 and r 2 are connected in parallel. Derive the expression for the (i) emf and (ii) internal resistance of a single equivalent cell which can replace this combination This resistance is called the internal resistance of the cell. A cell can be thought of as a source of electromotive force (EMF) with a resistor connected in series The Single Cell . E.M.F.(E) is the p.d. across a cell when it delivers no current. It can also be thought of as the energy converted into electrical energy, when 1 Coulomb of charge passes through it. The internal resistance(r) of a cell is a very small resistance.For a 'lead-acid' cell it is of the order of 0.01 Î© and for a 'dry' cell it is about 1 Î© (a) A cell of emf `3.4 V` and internal resistance `3 Omega` is connected to an ammeter having resistance `2 Omega` and to an external resistance `100 Omega`. When a voltmeter is connected across the `100 Omega` resistance the ammeter reading is `0.04 A`. Find the voltage read by the voltmeter and its resistance

The charge does work to overcome the internal resistance of the battery. Doing work requires that the charge lose some energy. The work done to overcome the internal resistance is \(V_{\text{internal resistance}}=Ir\). When the unit charge leaves the battery it has less energy than the original emf Note also that since the chemical reactions involve substances with resistance, it is not possible to create the emf without an internal resistance. Figure \(\PageIndex{4}\): In a lead-acid battery, two electrons are forced onto the anode of a cell, and two electrons are removed from the cathode of the cell The main battery, used across the potentiometer wire, has an emf of 2.0 V and a negligible internal resistance. The potentiometer wire itself is 4 m long. When the resistance R, connected across the given cell, has values of i) infinity ii) 9.5 ohm the balancing lengths on the potentiometer wire are found to be 3 m and 2.85 m, respectively

A cell E 1 of emf 6V and internal resistance 2Î© is connected with another cell E 2 of emf 4V and internal resistance 8Î© (as shown in the figure). The potential difference across points X and Y is : (1) 10.0 V (2) 3.6 V (3) 5.6 V (4) 2.0 The formula to calculate electromotive force is given below: where, Îµ = Electromotive force [volts] I = Current [amps] R = Resistance of load in circuit [ohms] r = Internal resistance of cell [ohms] Input the values in the below emf calculator and click calculate Old batteries usually have a high internal resistance, and the potential difference seen at the terminals is the Emf minus the potential drop due to the internal resistance (r), or (1) For example, an old dry cell will often register less than 1.3 volts on a voltmeter, with the reading dropping slowly as long as the voltmeter is connected

A cell of e.m.f. Îµ and internal resistance í µí´¯ sends current 1.0 A when it is connected to an external resistance 1.9Î©. But it sends current 0.5 A when it is connected to an external resistance 3.9 Î©. Calculate the values of Îµ and í µí´¯ ** In a device without internal resistance, if an electric charge Q passes through that device, and gains an energy W, the net emf for that device is the energy gained per unit charge, or W/Q**. Like other measures of energy per charge, emf uses the SI unit volt, which is equivalent to a joule per coulomb E=RxI 12=(10+R)x1.1 12=11+1.1R 1=1.1R 1/1.1=R 0.91=R of batter

Two cells of negligible internal resistance are connected in a circuit. The top cell has electromotive force (emf) 12V. The emf of the lower cell is unknown. The ideal ammeter reads zero current. Calculate the emf E of the lower cell Where the line meets the terminal potential difference axis is the e.m.f. of the cell. To find the internal resistance of the cell the gradient of the line is calculated. This has a negative value. The internal resistance of the cell is the same value but without the negative sign. For example, if the slope of the line is -4 then the internal. When the same meter is connected across a resistor of 20 that has been connected in series with the cell the voltmeter reads 1.25V. Explain the difference between these two readings and calculate: (a) the current in the external resistor (b) the internal resistance of the cell. B. Cell of e.m.f E. r. R. C. F. D. EMF AND INTERNAL RESISTANCE OF A CELL EXPERIMENT. Objective: To find Emf and Internal resistance of a cell. INTRODUCTION. Elect romotive force is the opposite of potential difference where a voltage is gaining energy. This is required in order to allow an electric circuit to fun cti on. The electromotive force is the energy provided by a cell or battery per coulomb of charge passing through it.

- e the e.m.f. and the internal resistance of a battery. Apparatus: Two dry cells, switch, ammeter, voltmeter, rheostat, 2 Î© resistor, connecting wires Method: The electrical circuit is set up as shown in Figure
- All cells have a resistance of their own and we call this the internal resistance of the cell. The voltage produced by the cell is called the electromotive force or e.m.f for short and this produces a p.d across the cell and across the external resistor. the electromotive force ( ) or e.m.f. is the energy provided by a cell or battery per.
- e the internal resistance of a cell. The circuit consists of a cell of emf Â£ and internal resistance r. A voltmeter is placed across a variable resistor which can be se
- e the internal resistance and emf of a cell. It consists of the cell, a variable resistor, an ideal ammeter and an ideal voltmeter. The diagram shows part of the circuit with the ammeter and voltmeter missing. The variable resistor is set to 1.5 Î© 1.5 Î©
- EMF and Internal Resistance of a Dry Cell Experiment. Electromotive Force, Internal Resistance & Potential Difference of a Cell/Battery. November 27, 2020 by Veerendra. What is the electromotive force of a cell? A light bulb will light up when it is connected in series with a cell as shown in Figure. The cell is the source of energy and the.

- CELLS & Internal Resistance Cells A Cell is a source of Electrical Energy and hence we can obtain a current from it. An electric current is made when a flow of electrons are passed through some medium. In Electronics, we obtain an electric current when electrons flow through a conductor / wire. Below is the schematic diagram of a IDEAL cell
- als of a
**cell**was 1.1V when the current from the**cell**was 0.2 A and 1.3V when the current was 0.1**A**. Calculate the**internal****resistance****of****the****cell****and****the****EMF**I'm not getting anywhere with the above though the answers are 2 ohms and 1.5V. I though to try and arrange the equations simultaneously but that isn't working - Electromotive Force and Internal Resistance 1. Electromotive force V (e.m.f.) of an electrical source is defined as the work done (W) by the source in driving per unit charge around a complete circuit: V (e.m.f.) = W/Q = E/Q
- EMF drives the charges in the circuit. During this process of passing current in a circuit, there is some opposition to the flow inside the cell and it is called internal resistance. The internal resistance acts like a series resistance in the circuit and there will be some potential drop across it
- als. It represents the energy transferred per coulomb to the charges. Some of this energy is lost as heat due to internal energy. Hence the net energy gained by the charge = the emf - heat lost. This net energy gained per coulomb is called the ter
- With time, the electrolyte of a dry cell gets used up. Thus, in other words, the concentration of electrolytes are reduced permanently. This reduces the conductivity of the cell contents, thus increasing the internal resistance of the cell. The in..

The standard exposition of the internal resistance of a battery, as given in the undergraduate text-books, is lacking in proper physics. The battery has a tendency to maintain the electric. Examples 1. When a 1.5V cell is connected to a 3.0Î© load resistor the terminal voltage drops to 1.0 V. Calculate the internal resistance of the cell. 1.5Î© 2. As a student starts her car the 12.0V emf of the car battery drops to 8.0V. If the current drawn is 150A calculate the internal resistance of the battery. 0.027Î© 3 A resistance R is connected across a cell of emf Îµ and internal resestance r. A potentiometer now measures the potential difference between the terminals of the cell as V. write the expression for 'r' in terms of Îµ, V and R. (Delhi 2011 Terminal voltage, V=E-Ir . Where E=emf and I=current, r=internal resistance of the cell. Whenever current flows through cell, some voltage drop occurs across the internal resistance of the cell. This voltage drop is proportional to the current flowing through the cell. Hence, the terminal voltage is always less than the emf of the cell

â€¢ AB of length 100.0cm, connected in series to a driver cell â€¢ with emf V of negligible internal resistance. â€¢ Potentiometer can be used to : i) Measure an unknown e.m.f. of a cell. ii) Compare the e.m.f.s of two cells. iii) Measure the internal resistance of a cell This internal resistance depends on the cell's design, construction, age and condition. On discharge this internal resistance (Rc) causes the voltage measured across the cell's terminals to be less than the EMF (E) of the cell (the voltage drop = I x Rc, figure 3a). Thus when a current (I) flows the terminal voltage (U) is given by

- al of first is connected with positive ter
- A cell supplies a current of 0,6A when connected to a 2 ohm resistor,and a current of 0,2A when connected to a 7 ohm resistor. Calculate the emf and the internal resistance of the cell. (hint: Since there are two unknowns , you need to obtain two equations and solve simulataneously.) PLease help Thanks in advanc
- ation of internal resistance of a cell using voltmeter. The circuit connections are made as shown in Fig 2.9. With key K open, the emf of cell E is found by connecting a high resistance voltmeter across it. Since the high resistance voltmeter draws only.
- The smaller the internal resistance for a given emf, the more current and the more power the source can supply. Any voltage source (in this case, a carbon-zinc dry cell) has an emf related to its source of potential difference, and an internal resistance related to its construction. (Note that the script E stands for emf.)
- al voltage across the cell is 1.5volt. What is the internal resistance of each cell .hence define internal resistance of a cell? Ans. E = 2v, V=1.5v, R =
- al and the negative poles to the ter
- a cell of emf 10v and internal resistance 2 ohm is connected across a resistance 8 ohm find the potential difference across battery do answers guyssss 1 See answer soniahaider is waiting for your help. Add your answer and earn points. sheetalgautam2090 sheetalgautam2090 Answer

Q2.â‚¬â‚¬â‚¬â‚¬â‚¬â‚¬â‚¬â‚¬â‚¬ A cell of emf, Îµ, and internal resistance, r, is connected to a variable resistor R. The current through the cell and the terminal pd of the cell are measured as R is decreased. The circuit is shown in the figure below. Page 3 of 18 Back EMF & Internal Resistance . Technical Background Information Â» Back EMF & Internal Resistance. A speed controller varies the motor speed by varying the voltage fed to the motor. So what happens to this voltage at the motor? Back EMF. When voltage is applied to a motor, it rotates. This applied voltage is either the battery or the. When it is connected across a parallel combination of the same cells, the current through it is `3 A`. Find the unknown resistance and internal resistance of each cell. <br> ( c) `p` identical cells, each of emf `E` and internal resistance `r`, are joined in series to form a closed circuit. One cell `(X)` is joined with reversed polarity This question is about the internal resistance of a cell. Define electromotive force (emf ). 9b. [1 mark] A circuit is used to determine the internal resistance and emf of a cell. It consists of the cell, a variable resistor, an ideal ammeter and an ideal voltmeter. The diagram shows part of the circuit with the ammeter and voltmeter missing Where r is the internal resistance and R is the resistance in the circuit. Example 1: Find the internal resistance of a cell which has an emf of 5V and a terminal pd of 4V at a current of 0.05A. Rearrange the equation for r: Substitute values given into the equation: Example 2: A cell is connected i

For rechargeable ones, the magnitude of the internal resistance of their cells depends on the number of times, as well as how deeply the battery has been depleted. How Batteries Work The various combinations of the chemicals that make up the electrolyte in a battery, along with the composition of its terminals, determine what its EMF will be The figure shows a plot of terminal voltage 'V' versus the current 'i' of a given cell. Calculate from the graph (a) emf of the cell and (b) internal resistance of the cell And yes the internal resistance in this example is 149Ohms and yes this is incredibly high. Most alkaline AA cells get up to about 0.5 Ohm internal resistance near the end of their life-cycle. This is why, if you actually did connect a 1.5V AA battery across a 1 Ohm load, it would heat up very quickly and definitely pull more than 10mA

The electromotive force (emf) of a cell is its terminal voltage when no current is flowing through it. The terminal voltage of a cell is the potential difference between its electrodes. A voltmeter cannot be used to measure the emf of a cell because a voltmeter draws some current from the cell Internal resistance is the inherent resistance to the flow of current within the source itself. Figure 21.9 is a schematic representation of the two fundamental parts of any voltage source. The emf (represented by a script E in the figure) and internal resistance r r size 12{r} {} are in series. The smaller the internal resistance for a given. The connectors have negligible resistance and the voltmeters have very high resistance. Voltmeter V 1 has a reading of 5,5 V when the switch is closed. 3.1 Calculate the value of the internal resistance of a single cell. (4) 3.2 Calculate the value of the resistance of the external circuit. (4) 3.3 Calculate the value of the reading on.

- (ii) Use the graph above to find the internal resistance, r, of the cell. Identifying gradient as r . Clearly showing the working out of the gradient (3 marks) (c) Draw a line on the graph above that shows the results obtained from a cell with (i) the same emf but double the internal resistance of the first cell labelling your graph A
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- A cell of emf 1.1 V and internal resistance 0.5 Î© is connected to a wire of resistance 0.5 Î©. Another cell of the same emf is connected in series but the current in the wire remains the same. Find the internal resistance of the second cell
- 16.Two cells of emf 2E and E and internal resistances 2r and r respectively, are connected in parallel. Obtain the expressions for the equivalent emf and the internal resistance of the combination.[All India 2010 C] Ans. 17.Three cells of emf E,2E and 5 Eh aving internal resistances r, 2r and 3r, variable resistance R as shown in the figure
- You are correct on both. The emf of the battery is the electromotive force or voltage, so 1.5V is correct. And yes the internal resistance in this example is 149Ohms and yes this is incredibly high. Most alkaline AA cells get up to about 0.5 Ohm internal resistance near the end of their life-cycle