-Indignant quote: "I didn't hear that." (referring to someone who told him that he shouldn't smoke)-
Well, I had a dream last night involving anxiety about my Venus' Flytraps, which are currently being cared for by someone else. Other dreams this week involve one about playing a computer game that for some inscrutable reason was controlled from inside a shower, and another one about working through a physics problem in college, needing a friend to explain it to me, and realizing I'd have to pull out the quadratic formula.
I know there are probably many better tutorials out there on how to operate a slide rule, but I feel like showing off the beautiful slide rule I have... so I will write my own.
How to Do Simple Multiplication on a Slide Rule1. Get a slide rule. This one's mine, given to me by a slightly older relative.

2. Look for the number "1" near the left end of the "C" scale (here it's at the bottom of the middle rule) and the corresponding "1" on the "D" scale (which is probably right underneath C... if it's not, you may want to pull out and flip over the middle rule until it is) -- in this case I was too lazy to line them up nicely for the picture, but it doesn't really matter at this point. Occasionally, if the numbers you're multiplying are larger, you'll use the 1 on the other end of the C scale, but for now, we'll assume that the 1 on the left of the C scale is your
index.

3. Line up the index with the number on the D scale that you want to multiply by. Here, I lined it up with 2.

4. Now, look back up at the C scale to find the other number you want to multiply. I picked 2 again. Take the big clear plastic thing and line up the red
hairline with 2 on the C scale. As you can see, if you now look at the D scale right on the hairline, it shows 4, which is 2x2.

4. Suppose you want to multiply the number you got (4) with something else. Easy; just move the index so it lines up with the hairline. You can see that now everything on the C scale is multiplied by 4 on the D scale; for instance 1.5x4=6 (or 15x4=60).
Do remember, by the way, that on slide rules, you MUST be careful to keep track of where your decimal point is; this is especially important when using the index on the right side of the rule. This is why it's always essential to do a test calculation by hand as well to make sure that your answer is a reasonable magnitude of 10.

Slide rules generally have many other functions as well, such as logarithms and trig functions, but I still find multiplication to be the most surprising and "magical"... that you can just line up the numbers and it all comes out just like that.
Incidentally, if you want to MAKE a simple slide rule, measure the length of rule you want to make, subtract a small buffer space on each end, and call it R. Then, the spacing on the slide rule of each number (n) is given by R*log(n) for both the C and D rules. Again, remember to include buffer space before the left index and after the right index, and remember that the more decimal ticks you include in between the numbers, the more precise the instrument will be. Line these rules up, smack on a hairline -- folded-up scotch tape with a pen line down the middle works -- and you have a slide rule that can do multiplication and division.
Oh, division? You do that by finding the thing you want to divide (the dividend) on the D rule, then lining it up with the divisor (the thing you're dividing it by) on the C rule. Your index will be pointing at the quotient... remember to check both the left and right indexes because sometimes the division will go off one side.
Reality check. If you suddenly feel an urgent need to buy a pocket protector, you may be taking this a bit far.