In Electronics, there are 3 perspectives of a circuit
An equation with more than 2 fingers width on each side of the equation is not very useful in design
The voltage gain of a common emitter amplifer can be written as
or this shorter version
\begin{equation} A_V = -{R_C \over r_e} = -{{R_C I_E} \over 26mV } \end{equation}On this site, we prefer the shorter one - because it enables the reader to see quickly that the main determinants of the voltage gain are the parameters RC and IE. This is the first order effect. The long equation is useful for higher order analysis.
The odds are overwhelmingly against the learner to get a new circuit working right the first time
The circuit shown is a simple LED circuit. The circled parts of the circuits are the places where the learner has to wire or orientate the part correctly. Lets say that there is a 1/2 chance of getting each action done right. The circuit works if and only if all the actions are done correctly and the probability of that happening is
\begin{equation} P = {1 \over 2} \times {1 \over 2} \times {1 \over 2} \times{1 \over 2} = {1 \over 16} \end{equation}So you have actually better odds guessing the outcome of a coin toss then getting this 'simple' circuit wired up correctly the first time you attempt it.
We improve the odds by
Although in the do-re-mi song, we are told to start from the very beginning - in practice, it is not always a good place to start. Starting with the end in mind actually provides the learner with purpose. Try it with our projects like the 24 hour clock circuit. In this approach, you only learn what is required to solve the problem on hand.
Looking forward to your comments.
We are a work in progress. We are not done yet