Find the total resistance of the given network (rail – to – rail resistance), given that...
Find the total resistance of the given network (rail-to-rail resistance), given that R1 = 3.3 kOhm, R2 = 0.68 kOhm, R3 = 6.5 kOhm, R4 = 5.6 kOhm, R5 = 4.7 kOhm.
Figure 4. (a) The equivalent
resistance of the network shown in figure 4(A) is 2KΩ. (True,
False)
b) The equivalent resistance of the network shown in figure 4(B)
is 27/17Ω [Hint see figure 4(B) and]
(B) 1 ΚΩ 1 ΚΩ 1 ΚΩ - R2 w c 1.00 + 3100 im IR 3.00 7 Figure 4: 4. (a) The equivalent resistance of the network shown in figure 4(A) is 2K12 (True, False) (b) The equivalent resistance of the network shown in...
%3D Find the total resistance in k) of unbalanced bridge, where R1=16 kO; R2=8 kQ; R3 =R4 = R5 =15 kN; R R2 R5 RA R3
Compute the equivalent resistance of the network in the figure below, and find the current in each resistor. (R1 = 4.00 Ω, R2 = 7.00 Ω, R3 = 10.0 Ω, R4 = 2.00 Ω, and ε = 61.0 V.) The battery has negligible internal resistance. equivalent resistance Incorrect: Your answer is incorrect. Ω current in each resistor Incorrect: Your answer is incorrect. A (Resistor R1) A (Resistor R2) A (Resistor R3) A (Resistor R4)
a) Determine the total resistance, RT. (4 points) b) Find the source current Is. (2 points) c) Find voltages and currents for each resistor and fill in Table 1. (14 points) R2 R3 1.5k 1k R4 3.3k R 1 2k R7 4.7k 10V R5 8.2k R6 5.6k Figure 1 Table 1 VR4 IR4 R3 R3 IR1 R2 R2 R1 Table 1 Cont'd V R7 R7 R6 R6 V R5 R5
find the equivalent resistance of the circuits
(2.2) Short Circuit R1 Short Circuit R3 R2 --- Req=? - (2.4) R1 Short Circuit O Short Circuit R5 R2 Open Circuit Open Circuit • R4 Short Circuit -- Reg=? m's Law is the relationship among voltage,
You are given that the equivalent resistance between A and B is Req Find the value of R3. 2 R. 5 R6 Given Variables: Req 6 ohm R1:6 ohm R2:4 ohm R4: 40 ohm R5 10 ohm R6:62 ohm R7:4 ohnm Determine the following: R3 (ohm)
Q1 Find the equivalent resistance Reg between terminals a, b; in terms of R1, R2, R3, R4, R5, R6: R1 RSS 4 R2 R3 w R6
Question 3 10 points Save Answer Find the total resistance in ko of balanced bridge, where R1=10 ko, R2-20 K0, R3-6 ko: R4-12 k0; and R5 - 20 kn RS
Find the value of the load resistor RL if the current through it is IL = 159.42 uA and R1 = 6 kOhm, R2 = 3.3 kOhm, R3 = 1.1 kOhm, 1-SRC = 250 uA by using the Thevenin Theorem. R1 R2 ISRC RL R3