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Please show each step of the problem so I can understand Η 1ο Ε = 6.0ν...
Η 1ο Ε = 6.0ν 4. Determine the each of the currents in each path, and the voltages across each resistor. Ε, = 24.0ν b d 0.10Ω R RS 5.0Ω E = 48.0ν 20 Ω Γ2 k R2 a 15 0.50 Ω 40 Ω 0.20 Ω R3 78 Ω Ε. = 36.0ν Γ3 g Η e Έ 10.05 Ω h
C 13 , = 6.0V 4. Determine the each of the currents in each path, and the voltages across each resistor. Ε 24.0V b d 0.10 Ω R RS 5.0Ω Ε, = 48.0V 20 Ω k Γ2 a ΜΑ 15 0.50 Ω 40 Ω *0.20 Ω R 78 Ω Ε4 = - 36.0V Γs g R2 ΕΤΑ e 10.05 Ω h
please show which equations were used for each step 4. Determine the each of the currents in each path, and the voltages across each resistor. E, = 24.0 V b d 241 0.10 12 R 5.0 22 RS 2012 E2 = = 48.0 V k 12 11, R2 a e 12 0.50 2 40 S2 0.20 S2 R 78 Ω 13 E3 = 6.0 V EA = 36.0 V 13 g him i 0.052 h
- + A Read aloud 4. Determine the each of the currents in each path, and the voltages across each resistor. 'E, = 24.0 V wo 0.10.2 R 5.0.2 R. 2022 TA E2 = 48.0 V k 0.500 R w e 40 12 20.20 -0.2012 78 E, 6.0V 36.0V i 0.05 h CourseBanner ng
3. Determine the equivalent resistance of the circuit. Then determine the current in each path, and the voltage across each resistor. Then determine the power dissipated by each resistor and the total power dissipated by the circuit 10.02 W 4.000 w 5.000 w 2.000 3.000 w 8,00 V 4. Determine the each of the currents in each path, and the voltages across each resistor. E = 24.0 V 0.1002 R 5.0 22 RS 2022 E2 = 48.0 V RE 17,...
please answer this question : parts a b c d e. i will give you thumbs up! We have the circuit shown here... R2 R3 2 3 1 83 In this figure, the EMF sources and resistors take the following values 3 5.00 v " R1-6.00 Ω . R2 , 1.00 Ω . R3-7.00Ω and the currents 1, 12 and Ig have the directions indicated. a. Reproduce this figure on your page replacing the values for £1, 82, , R1,...
please show step by step so i can understand how u get the answer so i can reciprocate in the future thank you!! Consider the homogeneous linear system. X' = (1 -%)x Find a general solution of the system. est x=c(")e + c3(11) x = c1 (1) et + c2 (?)e3t x = c1 (e' + c2 (3) e3t ce() et (i)e * = C1 + C2 e-3t
PLEASE SHOW EACH STEP AND BE VERY CLEAR AND NEAT SO I UNDERSTAND HOW TO SOLVE A GEAR TRAIN, thank you In a simple gear train, use the following information to solve for the 8th shaft speed: Find: n9 Given: Motor Speed: 1750 N1 = 20 N2 = 40 N3 = 64 N4 = 20 N5 = 64 N6 = 30 N7 = 20 N8 =40 N9 = 20 N10 = 64
hi! please show all work step by step so I can follow along and understand! thank you! Pre-Equilibria Conditions in Reaction Mechanisms 5Br (aq) + BrO3- (aq) + 6H+(aq) + 3Br2(0) + 3H20(1) The above reaction is expected to obey the mechanism: BrO3(aq) + H+ (aq) HBrO3(aq) Fast equilibrium HBrO3(aq) + H+ (aq) H2BrO3+ (aq) Fast equilibrium H2BrO3(aq) + Br"(aq) *34 (Br-BrO2)(aq) + H20(1) Slow (Br-BrO2)(aq) + 4H+(aq) + 4Br"(aq) *4, products Fast Choose, from the list below, correct expressions...
please help with problems 7 and 8, I am extremely confused! Part 2: Kirchhoff's Rules For the circuit shown below, the directions of the currents through the circuit elements has been chosen arbitrarily. Using Kirchhoff's rules, you will determine the actual currents through the circuit elements. (Yes, this circuit could be analyzed using equivalent resistance, but don't do it that way.) R1: 752 Kirchhoff's Junction Rule 4) Start by choosing a junction. Write Kirchhoft's Junction rule for that junction below...