In problem 27.2 find the magnitude of the current in milliamps in resistor 2 at t = 4.00 ms using a resistance R1 of 11.5 kOhm with all other parameters the same. (Answer in 5 sig. figs.)
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- With eh following values, what is the current through R1, in A? Use positive for to the right, and negative for to the left. V1 = 10.9 V V2 = 16.1 V R1 = 26 Ω R2 = 77 ΩUsing Kirchhoff's rules, find the following. (&₁ = 70.2 V, &2 = 61.4 V, and 83 78.6 V.) = 4.00 ΚΩ = = b = Es a IR3 2.00 ΚΩ (a) the current in each resistor shown in the figure above X IRI Apply Kirchhoff's rules to write a set of simultaneous equations that can be solved for the current in each part of the circuit. mA X R₂ R₁ E₂ R3 f 3.00 ΚΩ d E₂ 3 R2 Apply Kirchhoff's rules to write a set of simultaneous equations that can be solved for the current in each part of the circuit. mA X Apply Kirchhoff's rules to write a set of simultaneous equations that can be solved for the current in each part of the circuit. mAww Q.6: Given R1=102, R2=150, R=22Q and R=330, find the current flowing through resistance R4. ww R2 R1 8.0V R3 ww 12.0V
- An iron wire has a resistance of 2.50 N at 33.0°C. Determine its resistance (in 2) at 433°C. The temperature coefficient of resistivity for iron wire is 5.00 × 10-3 (°C)-1. (Assume that the temperature coefficient of resistivity was measured using the reference temperature 20°C.)In this experiment, you have a 28.4N resistor. If the lab manual specifies that the maximum safe electric current through the resistor is 473MA, what is the maximum voltage (in unit of volt) you can apply to the resistor?Describe your approach to determining the distance between the electron and proton in an atom if the potential energy U of the electron is known to be 14 eV. а. Use the law of conservation of energy. b. Use Coulomb's law. С. Use the definition of electrostatic potential energy U of one point charge q at position r in the presence of an electric potential. d. Use Newton's second law.