Heating produced of Electric Current is given by
.....................(1)
where I= current
R= resistance
t= time taken
then since temperature is not that much to change the resistance thus Resistance of the conductor will be constant. Then to measure the heating effect of electric current, we have to measure the electric current(using equation 1)
Hence correct option: d.current.
When verifying the heating effect of an electric current, every 60 seconds, you measured the...
When verifying Ohm's law, you found that the electric current was a function of a. capacitance b. voltage c. milliamps d. time
In the Coulomb's Law experiment, the spheres were charged by touching with a voltmeter ground probe charging probe ammeter The charges carried by the spheres above were proportional to the potential current resistance temperature By mapping the equipotential lines, you can draw the charge the electric field lines nothing the magnetic field lines In which of the following experiments a galvanometer was NOT used? mapping of the electric field study of a source of emf and terminal voltage the Wheatstone...
When verifying Ohm's law, you plotted a current-voltage graph based on the measured data for an unknown resistor, as shown in Fig. 2. Its resistance is estimated to be a. 0.00006 Ω b. 0.00142Ω c.16.7kΩ d, 704 Ω
1 A repelling force must occur between two charged objects under which conditions? a. charges are of unlike signs b. charges are of like signs c. charges are of equal magnitude d.charges are of unequal magnitude 2 Two point charges are 4 cm apart. They are moved to a new separation of 2 cm. By what factor does the electric force between them change? a.2 b. 1/2 c.4 d. 1/4 3. By mapping the equipotential lines, you can draw a. the charge b. the electric field...
when verifying ohm’s law, you plotted a current-voltage graph based
on the measurements data for unknown resistor, as show fig 2 it’s
resistance is estimated to be
1.2DE-02 1 10E-02 1.00E-02 9.008-03 8 ODE-03 7.ODE-03 6.0CE-03 5.00E-03 .00E-03 Rx y-0.00142x+0.00006 60 12 Voltage [V] Fig. 1 Fig. 2 When verifying Ohm's law, you plotted a current-voltage graph based on the measured data for an unknown resistor, as shown in Fig. 2. Its resistance is estimated to be 9.
5. An electric heater has a Nichrome heating element with a resistance of 9 Ω at 20°C. When l 16 V are applied, the electric current heats the Nichrome wire to 1060 C What is the operating wattage of this heater? The temperature coefficient of resistivity of Nichrome is α-0.0004 C Watts
An electric heater has a Nichrome heating element with a resistance of 7 Ω at 20oC. When 118 V are applied, the electric current heats the Nichrome wire to 980oC. What is the operating wattage of this heater? (The temperature coefficient of resistivity of Nichrome is α = 0.0004 Co-1)
When an electric heater is turned on, the Nichrome heating element is at 0o C and draws a current of 14 A, with a potential difference of 120 V between the ends of the element. The element heats up to 873° C, with the potential difference constant. Find the final current. (The temperature coefficient of resistivity of Nichrome is 4.0 × 10-4 (°C)-1.)
When an electric heater is turned on, the Nichrome heating element is at 0° C and draws a current of 17 A, with a potential difference of 120 V between the ends of the element. The element heats up to 794° C, with the potential difference constant. Find the final current. (The temperature coefficient of resistivity of Nichrome is 4.0 10-4 (°C)-1.)
The resistance of an RTD is measured with a DMM that produces an excitation current of 5mA. The measured resistance is 92.5Ω. Find the temperature of the RTD if it has the following parameters: R0 = 100Ω, T0 = 0°C, α0 = 0.00385 C-1. Also, find the power dissipated in the RTD during the measurement. What is the smallest value of dissipation constant such that the temperature measurement error due to self heating is less than 0.5°C?