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The charge entering the positive terminal of an element is
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- 7arrow_forwardyUestion (1); Determine the current flowing through an element if the charge flow is given by: 1- q(t) = (5t2 + 12t - 2)mC at time = 500ms 2- q(t) = (15 sin60nt)nC at time = 750msarrow_forward/ Form graph shown below. Drive the energy as a function of time. If the resistance 10k2 Charge (uC) Timeimsec)arrow_forward
- Q1) For the network in a. Find the mathematical expression for the voltage across the capacitor after the switch is thrown into position 1. b. Repeat part (a) for the current ic. c. Find the mathematical expressions for the voltage ve and current ic if the switch is thrown into position 2 at a time equal to five time constants of the charging circuit. d. Plot the waveforms of v and ic for a period of time extending from t 0 to t = 30 µs. %3D 2. E 80 V C 10 pF Ve R2 390 k2 R1 100 k2arrow_forwardANS: 5) You use a voltmeter to measure potential difference from a very long wire carries a uniform linear charge density 2. The meter reads 450V when one probe of the meter is placed 4.5 cm from the wire and the other probe is 2.5 cm farther from the wire. What is 2? a) 9 x 107 C/m b) 9 x 10 C/m c) 2.5 x 10-7 C/m d) 2.5 x 10 C/m e) none of above ANS:arrow_forwardThe velocity of electrons with current density 1 unit and a charge density of 4000 nC/m³ is Select one: a. 0.25*106 O b. 0.1*106 O c. 0.2*106 O d. None of thesearrow_forward
- QT) For the network in a. Find the mathematical expression for the voltage across the capacitor after the switch is thrown into position 1. b. Repeat part (a) for the current ic. c. Find the mathematical expressions for the voltage ve and current ic if the switch is thrown into position 2 at a time equal to five time constants of the charging circuit. d. Plot the waveforms of V and i for a period of time extending from t = 0 to t = 30 us. %3D 1 E 80 V C7 10 pF R2 390 k2 R1 100 k2arrow_forward1. Determine the current flowing through an element if the charge flow is given by (a) q(t) = (3) mC (b) q(t) = (4t? – 20t – 4) C (c) q(t) = (15te-3t – 2e-18t) nc (d) q(t) = 5t2(3t³ + 2)pC (e) q(t) = 2e-3'sin(10nt) µCarrow_forwardA copper wire has a diameter of 2.05 mm and carries a current of 15 A due solely toelectrons. (These values are common in residential wiring.) Each electron has a charge of -1.60 x 10-19 C. Assume that the free-electron (these are the electrons capable of movingthrough the copper) concentration in copper is 1029 electrons/m³. Find the average velocity ofthe electrons in the wire.arrow_forward
- Question (1): Determine the current flowing through an element if the charge flow is given by: 1- q(t) = (5t2 + 12t – 2)mC at time = 500ms 2- q(t) = %3D | = (15 sin60nt)nC at time = 750ms %3D (15M..l)arrow_forwardThe . capacity of the charge body to do work the . is the .24 * .electrical potential to work the greater is the electrical potential lower, lower lower, greater greater, lower greater, greater none of them Oarrow_forwardQ10 pleeaasee solve asap and provide the solution.arrow_forward
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