please do 5 and 6 E 100 V 20° R 222 XL 50 Xc 100 5. For the circuit above, calculate: a. Total admittance (Y) b. Total conductance (G) c. Total susceptance (B) d. Find IT, IR, IL & IC e. Total Apparent, Reactive & Real Power (S, Q & P) f. Power Factor (pf) g. Draw the complete admittance triangle with G, -JBL +jBc and Yt all shown and quantified. h. Draw the complete phasor diagram with E, I,...
Calculate XL, Xc, Z and for the RLC circuit whose characteristics are; R = 100, L = 8.2mH, C = 100F ƒ = 534Hz. a.XL = 47.51; Xc = 4.98; Z = 402.96; = 43.78 degrees b.XL = 27.51; Xc = 2.98; Z = 102.96; = 13.78 degrees c.XL = 17.51; Xc = 1.98; Z = 202.96; = 23.78 degrees d.XL = 37.51; Xc = 3.98; Z = 302.96; = 33.78 degrees
4) Based on the circuit(10pts) I=1AL10° E= 100V 240° a) What is the relationship of E and I. b)Determine Zt expressed in rectangular form.
Can someone help me get the answers for the problems 1 through 10? please E L M N G H You must put answers in Polar Form. You must show work on a separate piece of paper. Label the files as directed. R: 1002 L800mH Name 1 XL 2 Xc 3 VXL 4 VXC 5 IT 6 Ptrue 7 = theta 8 Preactive 9 Papparent 10 XL - Xc TOO memy ci suf 60 hz to I Decimal Place. Based...
Simplify the following expressions as much as possible 100 200 m. i2 log(i + i'), log(i + i*) + i-101 k-1 l-25 50 50 50-t1 t-0 t-o Simplify the following expressions as much as possible 100 200 m. i2 log(i + i'), log(i + i*) + i-101 k-1 l-25 50 50 50-t1 t-0 t-o
Problem 4. (40 points). Topic: Phasor operations. Solve the problems providing the numerical solutions. Submit your solution to Assignment link as a pdf file including this page with the final answer in the box. For the circuit in Figure below: - Find the total impedance Zt in polar form - Find the value of L in milihenries and the value of C in microfarads. - Find the current I in phasor form. - Find the voltage VR in phasor form....
Consider the RLC circuit below, with R= 20 12, L = 10 mH, and C = 5 mF. The voltage source has a voltage amplitude of 26.0 V and an angular frequency of w = 500 rad/s. a) What is the total impedance of the circuit? b) Find the amplitude of the current, and the phase angle, d. c) Draw a phasor diagram of the impedances. Be sure to clearly label Z, R, XL, Xc, and 0. R C E
9. (12) Given the LRC circuit with L henries, R-10 ohms, C- farads and E(t) = 50 cos t 30 volts, the charge q(t) satisfies the linear second order ordinary differential equation 2 dq1 dt2 (a) Find the charge q(t) if q(0) 100 coulombs and '(0)0 amperes. (b) Identify in q(t) the transient terms and, respectively, the steady state terms. Is the circuit overdamped, underdamped, or critically damped? E(t) Figure 1: Problem9.
Question 8 2 pts An electric field given by E = 2x y2 i + yx?j + 3 zy? k pierces the Gaussian cube shown below. How much charge, in nC, is enclosed in the cube? (E is in N/C,,y and zin meters). Take En = 8.85 x 10-12 C2/Nm2. y (1,3,0) (4,3,0) (1,3,3) (4, 3, 3) (4,0,0) x (1,0,3) (4,0.3) Equations: I enclosed =o total +0 left +0 from bottom top back right E = 8.85 x 10-12 Nm...
Exercise7 Simplify the following expressions as much as possible. 100 200 777n log(i +i2)- i2 log(i + i-), CF i 101 50 l-25 50 d:- In(t +1) In Exercise7 Simplify the following expressions as much as possible. 100 200 777n log(i +i2)- i2 log(i + i-), CF i 101 50 l-25 50 d:- In(t +1) In