Determine the impedance magnitude and phase angle for the following circuit. The voltage Vs is 4520° V, the resistance R₁ is 20 kQ, the capacitor C₁ is 100 pF, the capacitor C2 is 150 pF, and the frequency is 10 kHz Total Circuit Current: 1 = 2 mA Magnitude of Voltage across the resistor: VR = V Magnitude of Voltage across the total capacitance: VCtotal = V ww R1 20 ΚΩ Vs 4520° V C1 C2 10 kHz 100 pF 150 pF
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- Four long, parallel conductors carry equal currents of = 1.00 A. The figure below is an end view of the conductors. The current direction is into the page at points A and B and out of the page at C and D. A × C B(x (a) Calculate the magnitude of the magnetic field at point P, located at the center of the square of edge length = 0.200 m. μεCalculate the relative frequency P(E) using the given information. N = 400, fr(E) = 300 P(E) =5. Consider a coaxial cable which is an (infinitely) long wire of radius a, with given current flowing uniformly up it (so J(t) = I(t)/лa² goes uniformly through the wire). At the outside edge (r=a), there is an infinitesimally thin insulator, and just outside that, an infinitesimally thin sheath that returns all the current, basically a surface current going down the opposite direction carrying a total -I(t) back down. Figure out the B field everywhere in space (direction and magnitude) in terms of givens, and then find the self-inductance per length of this cable. Assume I(t) changes slowly in time, so we can use our usual quasi-static ideas. There are several ways to proceed. You might start from =LI, but this turns out to be tricky here, since the current is not confined to a single path! It is best to think about the total magnetic energy, W, stored by the magnetic field, and use our usual relation between energy and current: WL I²/2.
- Consider the radiation with the following wavelengths: 1. 600 nm II. 200 nm III. 1200 nm Arrange by: LOWEST energy LOWEST frequency HIGHEST energy_ ergy_||| A. I, I, III B. II, II, I C. III, III, I D. III, II, II E. II, II, III 20A particle moves along line segments from the origin to the points (2, 0, 0), (2, 5, 1), (0, 5, 1), and back to the origin under the influence of the force field F(x, y, z) = z2i+ 3xyj + 3y2k. Use Stokes' Theorem to find the work done.3. Fizen Lures Inc. manufactured fishing lures. Their most popular lure is a Bass plug which uses a hook purchased from another manufacturer and polystyrene for the body of the lure itself. The company uses highly automated injection molding machines to manufacture lures. Because of this direct labor cost are at a minimum because one machine operator can operate three injection molding machines at same time. The company has developed the following standard costs include scrap to manufacture each lure: Material standards: Hook: 1.1 Hooks per lure at $.10 per hook. Polystyrene plastic: 3.5 ounces per lure at $.25 per Labor standards: ounce. Direct labor: .005 hours to produce one lure at $23.50/hr. including all employer payroll taxes and benefits. During month of April the company manufactured 120,000 Bass lures and incurred the following costs: Material costs: Purchased 30,000 pounds (480,000 ounces) of polystyrene for a total cost of $144,000 dollars. Used 418,000 ounces of…
- 6. Determine the exponential form of the Fourier series of these signals, and draw the amplitude and the phase spectrum. The figure shows for every case a period of length T. ..... (a) (b) (c)Q5: Consider the formula B = 2ol J’ds:e 4 r and give an explanation of the magnetic field unit ?To 4-digit accuracy, what is the Mean of IWM return and the Mean of EEM return?
- 2. Consider three charges in the figure below. Assume that distances between charges d1-d3=4.24 m, d2-6 m and ẞ1=ẞ2 and ẞ3-90°. Here d₁ is the distance between Q1 and Q3, d2 is distance between Q1 and Q2, and d3 is a distance between Q2 and Q3. The charges are Q1=7 C, Q2-6 C and Q3=7 C. Calculate the magnitude of electric field E at the points a) P₁ (x = 0, y = 2.12), b) P2 (x 2.12, y = 2.12). Q₁ d₂ d₁ B₁ P₁ P2 B3 B₂ Q2 X Q₂ d3Q2: A PI controller has K, 2.0, K2.2 s¹, and pi(0)=40%. Calculate the output for an error given by fig. 3 ep (%) -2 Fig. 3 Figure I (seconds)A wire with length 4.0 cm stretches along the x axis and carries a 3.0 A current to the right (+) The wire is in a uniform magnetic field B-(0.25i-0.30j+0.22k) T Determine the x-component of the force on the wire Express your answers using two significant figures. ΕΧΕΙ ΑΣΦ Fx 2.6 102 Submit Previous Answers Request Answer Part B Incorrect; Try Again; One attempt remaining Determine the y-component of the force on the wire. Express your answers using two significant figures. ΕΧΕΙ ΑΣΦ Fy Submit Previous Answers Request Answer ? ? N N