in reply to My habitual errors

While not a programming item, I had to specially memorize "8 times 7" while in college for a Maths degree. "7 times 8" is 56, obviously, but I could never get it out of my head that "8 times 7" wasn't 48. So, it was like I had a hole in my times tables.

My criteria for good software:
  1. Does it work?
  2. Can someone else come in, make a change, and be reasonably certain no bugs were introduced?

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Re^2: My habitual errors
by Anonymous Monk on Apr 05, 2007 at 10:42 UTC
    I always go "9 times x is i don't know, so x times 9 is"
      Actually, 9 is easy. 9×d (where d is a single digit number) is always two digits, the first being d-1 and the second 10-d (or as I was taught, the second being enough so that the two add up to 9). So 9×3 is 27 (2 = 3-1, 2+7=9).