Two resistors R₁ = (4 ± 0.8) 2 and R₂ = (4 are connected in parallel. The equi resistance of their parallel combination will b
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- €= 30V ( 150 με Ο 15 με Ο 25 με 075 με Ο 45 με Ο 300 με α Ο 30 με ( 10 με b 15 MF 3 µF 7.5 με 4 με 12 μF Consider the circuit shown in the figure. What is the charge for the 4uF capacitor? 6 µF(a) What is the resistance of a 315 Ω, a 2.50 kΩ, and a 4.00 kΩ resistor connected in series? Ω(b) What is the resistance if they are connected in parallel? ΩIf you had a bunch of capacitors that were each C = 250 mF how many would you have to combine in series in order to get a total resistance = C/3?
- Four resistors, 10 Ω , 14 Ω , 27 Ω , and 40 Ω , are in series. Please help me find the potential difference across each resistor when the series combination is across a 7.5 V battery? The result should be expressed using two significant figures separated by commas.Pro bro hero expert Hand written solution is not allowed.Consider the circuits shown below: a V = 102 V battery is connected to R, = 40 0, R2 = 15 N, R3 = 45 0, and R4 = 15 0. For the left-side circuit, what is the potential difference between points a and b? R, R, ww- R, R2 ww- wwww R3 www R4 b R3 R4 V V The potential difference, Vab = -2.32 X Units V For the right-side circuit, what is the current between points a and b? The current, Iab =| 3.50 X Units A