Recent content by Cursed

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    Node Volt Analysis: Find \frac{V_o}{V_i}

    Homework Statement Find \frac{V_o}{V_i} for http://img685.imageshack.us/img685/8658/nodevoltage.png Homework Equations s=σ+jω, where σ=real component & jω=imaginary component The Attempt at a Solution Solution is \frac{V_o}{V_i}=\frac{1}{s+2} Solution manual says...
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    Signal Windowing Homework: x[n]w[n], M=1 & 10

    Homework Statement p[n]=x[n]w[n], where w[n] is the rectangular window. x[n]=\sum_{k=-∞}^{∞} δ[n-k] w[n]= 1, for -M≤n≤M; = 0 otherwise 1. What is X(e^{jw})? 2. What is P(e^{jw}) when... M=1? M=10? j is the imaginary number. (it's the same as i.) Homework Equations...
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    Use Maxwell's Equations to derive one law from another

    It says to derive the Electric Gauss Law (1) from Generalized Ampere's Law (2). What is the appropriate way to apply Stokes' theorem? I'm confused. Thanks for both of your help, by the way. I greatly appreciate it.
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    Use Maxwell's Equations to derive one law from another

    Even if I use the divergence theorem and Stokes' Theorem, I get stuck: \nabla \times H = J + \frac{\partial D}{\partial t} \int\int_s (\nabla \times H) \cdot ds = \int\int_s J \cdot ds + \int\int_s \frac{\partial D}{\partial t} \cdot ds \oint_c H \cdot dl = \int\int_s J \cdot ds +...
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    Use Maxwell's Equations to derive one law from another

    Well, the problem asks for us to derive the equations as they are, but if integrals are necessary, I can try that. I just didn't know if I had to use integrals or not. How would I go about starting that? \nabla \times H = J + \frac{\partial D}{\partial t} \int H \cdot dl = I_f,s +...
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    Use Maxwell's Equations to derive one law from another

    Homework Statement Derive equation (1) from equation (2): (1) \nabla \cdot D = \rho_f (2) \nabla \times H = J + \frac{\partial D}{\partial t}Homework Equations [PLAIN]http://img198.imageshack.us/img198/4645/maxwell.png The Attempt at a Solution \nabla \times H = J + \frac{\partial...
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    Equivalent Impedance: Find Z=84.907-j20.12 ohms

    yes, but what dose that have to do with finding the equivalent impedance? to find the equivalent impedance, you must combine the resistors in the phasor domain. I'm having difficulty doing that.
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    Equivalent Impedance: Find Z=84.907-j20.12 ohms

    Homework Statement Find the input impedance Z. (i.e. Find Z equivalent.) Answer in the back of the book: Z=84.907-j20.12 ohms [PLAIN]http://img834.imageshack.us/img834/8508/circuit.png Homework Equations n/a ** j=sqrt(-1) The Attempt at a Solution I combined the 60-ohm, 50-ohm, and...
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    Why is the tension different in two systems with the same downward force?

    Homework Statement I just want to know why the tension in the rope in system A is not equal to 100 lbs, while the tension in the rope in system B IS 100 lbs. [PLAIN]http://img823.imageshack.us/img823/9462/conceptualquestion.png In system A, a 100-lb mass is hanging. In system B, there...
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    How to Combine Resistors in a Triangular/Diamond Formation?

    Homework Statement Find the Thevenin equivalent seen by RL in the figure below: [PLAIN]http://img708.imageshack.us/img708/7023/thevenineqi.png Homework Equations RL = Load resistor The double-headed arrows indicate that RL is the loadThe Attempt at a Solution I know how to find the Thevenin...
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    How Do You Calculate Reactions at Supports in Equilibrium Problems?

    60 views and no answers? can someone help me with this?
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    How Do You Calculate Reactions at Supports in Equilibrium Problems?

    Homework Statement Draw the free-body diagram of the structure by isolating it from its supports at A and E. Determine the reactions at A and E. [PLAIN]http://img715.imageshack.us/img715/7161/physics.png Homework Equations M = (Fy)*x, or M = (Fx)*y where "x" represents horizontal distance...
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    Kirchhoff's Current Law (easy)

    Homework Statement [PLAIN]http://img24.imageshack.us/img24/4168/circuitv.png Find vx and ix. Homework Equations Kirchhoff's Current Law: The algebraic sum of the currents entering a node is zero at any instant: Σi = i1 + i2 +... iN = 0 The Attempt at a Solution Since it's...
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    Calculating Tensions in a Two-Rope System Supporting a Steel Beam

    Yeah. I figured that's probably where I went wrong. I don't know how else to relate the two tensions. :S
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    Calculating Tensions in a Two-Rope System Supporting a Steel Beam

    Homework Statement A 1000 kg steel beam is supported by two ropes. What is the tension in each? Homework Equations F = ma = mg The Attempt at a Solution I labeled the left tension as T_{1} and the right tension as T_{2}. \sum{F_{y}} = T_{1,y} + T_{2,y} -mg = 0...
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