MITx 6.002x: post mortem 1

Now that the final exam has finished and the only thing that appears to be happening in the 6.002x forum is a lot of bickering about certificates, I thought I’d write a couple of posts to finish my journey off. This first post will simply look at how I did in the final exam. In the second post, I’ll reflect more generally on the experience and document what I thought was good / bad / indifferent about 6.002x as a whole.

The final exam had 10 questions, each with a number of different parts (1 mark per part), with 47 marks available in total. As I’d written in an earlier post, I needed to score 2/47 to ensure a pass and 34/47 to obtain an ‘A’ grade. In the end, I finished with 32/47 – a comfortable grade ‘B’ pass. Most of the questions I had difficulties with covered material from the first half of the course rather than the second half. I put that down to the second half of the course having become a little more practical in focus – in short, it contained the more interesting material!

Question by question:

1. Strain (5/5) – a nice simple resistive circuit problem to solve just to get into the swing of things.

2. Logic circuit (7/7) – another “gimme” as far as I was concerned. If I had a single criticism of the course content (and it’s not really the course’s fault, more my own expectations of it when I started) it’s that there wasn’t nearly enough digital in it. But at least there was a question on what little there was on the topic!

3. Switched capacitor (5/5) – straightforward stuff involving the calculation of a couple of different time constants. It took me two attempts to get all of the parts correct, as I hadn’t originally spotted that I’d need to re-calculate the time constant when the circuit was switched through the second capacitor … durr.

4. Bipolar Junction Transistor (0/9) – this is where I lost any chance of an ‘A’. It wasn’t really anything to do with a BJT – more a large signal analysis of a couple of voltage sources and a voltage controlled current source, followed by a small signal analysis. I got hopelessly lost and didn’t have the time to go back to first principles to sort it out. I still don’t think that it was a difficult or unfair question – I simply messed it up. Oh well.

5. Op amp with an RL filter (2/3) – straightforward, but I still manged to get the final part wrong as I’d missed out the RS resistor in the algebraic expression – I must learn to write more clearly.

6. Op amp FET (0/2) – I’ve no idea even now about how to solve this one! Hopefully the course team will publish a worked solution at a later date.

7. Trapping noise (3/4) – I have no idea what the part I missed out was asking for – otherwise, it wasn’t too bad a question.

8. Increasing Q (6/6) – no real difficulties with this one, apart from inexplicably multiplying one frequency by 2pi and not the other when working out the bandwidth on my first submission. I sorted that mistake out second time around.

9. Scope probe (4/4) – a repeat of one of the homework questions from a few weeks ago, just with slightly different values this time. Straightforward therefore.

10. Triode amplifier (0/2) – the course team weren’t joking when they said it was ” intended to stretch you beyond the material that we explicitly taught in this class” and “do not work on it until you have finished with the other problems.” More of a “WTF” moment than a “Aha” moment I think.

So 68% on the final exam; 86% overall. A very solid B and I’m pleased that I managed to stick with the course all of the way through.

2 comments to MITx 6.002x: post mortem 1

  • Pablo

    Thanks for the blog. It was a pleasant read throughout the course and you seem to be the only blogger that stuck to it till the end.

    As for the Op Amp FET problem, it was something along the lines of the examples presented at the end of the second Op Amp lecture series, showing feedback through non-linear devices (the exponential and logarithmic amplifiers). Since you have negative feedback (as long as the MOSFET is on), you can apply the virtual ground technique to quickly obtain an expression for vo.

  • tim

    You’re welcome Pablo – and thanks for the pointer on the Op Amp FET problem!

    Tim.

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