Exploring Math 30 2 Page 285 Example 4
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- ... hundred and forty things we can do with the letters in vancouver given that people can't tell the v's apart
- So our non principles the first one we have minus
- See how that's going to work on the left I've got x + 1 over 1 x x -
- Math 30
- ... every other even number but it isn't true
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Okay another method of attacking exponential equations if you have something like Left and up one and four five and ten fifteen and twenty So when john evaluated both expressions he was right in concluding that 387 and what does that give you 8,12 divided by 387 20703 that should be plenty of precision 20703 =
And so that drops like so it's what we call an exponential decay so if you were graphing this
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