
Find the I5, R2, and R3 in the following circuit.
R = 4.0 22 A w + 1. = 9.0 A +V= 75.0 V + R2 Iz = 12.0 A min R3 B C + 12 = 6.0 A R; = 2.222 Re=2.0 2 + D E
insert a formula in cell I5 to calculate the balance due on the membership.
Find i1, i2, i3, i4 and i5
(answer i1 = 0.5A, i2 = 5.308 A, i3 = 0.308 A,
i4 = -2.692 A, i5 = 2.808 A)
20 V 10 V ОЗА
can
you please show your work for question 3
ち 1. (CH2, 21. 2 2.24) a Fll in the blanks 0 3 l lo.odo I5 ろ 0 12 0 dare Ynd 1MD
ち 1. (CH2, 21. 2 2.24) a Fll in the blanks 0 3 l lo.odo I5 ろ 0 12 0 dare Ynd 1MD
Calculate the current i5 in the following
configuration:
Use the following data: i1 = 7.60 A, i2 =
4.00 A, i3 = 5.05 A, i4 = 4.45 A.
11 12 15 13 1
?nte nomenclature I5 thi toll,nin? olenlei ,2,3,y Cris
Intensity MASS SPECTRAL DATA Unknown m/e Relative Intensity Mass Spectrum (мм) 90 18.4 0.83 92 0.09 29 90 I5 60 m/e 2. Based on the mass spectrum, do you think your compound has a nitrogen atom? Explain. Propose at least two molecular formulas based on the mass spectrum and calculate the exact mass of the parent ion. Is one of your formula more likely than the other? If so, explain. 3.
Using the mesh-current analysis, derive mesh current equations
for i1, i2, i3, i4,
i5, and i6. The values of dependent sources
should be replaced with the expressions of mesh currents in KVL
equations.
1. (20 points) Using the mesh-current analysis, derive mesh current equations for ii, i2, iz, 14, 15, and i6. The values of dependent sources should be replaced with the expressions of mesh currents in KVL equations. Do not need to simplify the equations and do not solve...
Calculate the current i5 in the following
configuration:
Use the following data: i1 = 5.95 A, i2 =
7.00 A, i3 = 6.45 A, i4 = 8.50 A.
e Iz OI, I5 5 I. de AZ (5) What does Ampere's law state regarding the closed loop path integral ¢ B. dl around the loop shown in terms of the currents Ii to Is shown in the first figure →? Discuss briefly. A thick straight conducting pipe (see second figure of radius R has a non-uniform current 1. (A) flowing through it in the axial direction 2 . The current density is distributed as a function of r as...