Recent content by Jerremy_S

Thanks! Just realized that! 2^3=8 states (0 to 7). Not sure how to decode 3 inputs into 4 outputs designing a logic circuit. Any hints?

Does it mean that using 10 different output states (0 to 9) as an input to the logic circuit would be a good approach?

Homework Statement The block diagram of FIGURE 3 shows a three-stage asynchrononous counter that is used to count a series of randomly occurring input pulses. The ‘Q’ outputs of the counter are used to drive a logic circuit that gives the output shown in TABLE 1. (a) Design the counter using...

Hi, Would you be able to help please. The question is 1) Draw the Laplace form of the input portion of the circuit. The diagram shows a Norton current source (ip) in parallel witch a capacitor (Cp) ( attachment in post #1). Is it the same as a Thevenin equivalent circuit with Cp in series...

Hi All, Having given a= π/3 Can you explain why b= 5π/3 ? And Also, where this integral formula comes from? What is it called? I am going back and forth through my textbooks and I cannot find anything. A push in the right direction would be appreciated:) Thanks

Hi Guys, I am struggling with this question as well. Could you explain, how we get from this ABCD matrix formed from a T - network to the Z=A-1/C and Y=1/C ?? How the above equations are obtained? Please help

Thanks for your reply:) So it looks like Lt should be found first and then used as L in the resonance equation giving 0,75L = 25,33 x 10^-6Hr = 33,77x10^-6 ? I hope that amount of L's is about right this time... Cheers

Hi All, I am a bit confused about part d): I calculated L using: L = 25,33 x 10^-6Hr Next, knowing that M=kL and k=0,5 I Calculated Lt: Lt = (L1L2 - M^2)/(L1+L2-M2) = (L^2-M^2)/(2L-2M) = (L^2 - 0,25L^2)/L = 0,75L^2/L = 0,75L Then: Lt = 0,75 * (25,33 x 10^-6Hr) = 18,9975x 10^-6 I am...