Powers of Ten |   | |
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  |     Material of many levels of sophishistication is presented on this page. Some of it should be familiar. Some of it should be completely new.
    NOTES:
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Some of the Integer Powers of Ten |   | |
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  |     This list extends infinitely at each end.     Examine the list, generalize or make an observation about a pattern or patterns you see, and record your observations below the list. |
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    Please state your observations. |
Writing 2, 3, 4 As Powers of Ten | ||
  |         Each number may be written as a power of ten.     The larger a number is, the larger the power of 10 required to represent it. THERE IS NO WAY WITHOUT KNOWLEGDE OF LOGS OR A CALCULTOR OR MATH TABLES FOR THE READER TO DETERMINE THE EXPONENTS LISTED BELOW. The reader of this page is not expected to study logs now! |
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    Please state your observations. |
Powers of
e,
the base of Natural Logs
e to- the- ln(number) is this number, | ||||||
e-1.609437912 is 0.2 e-1.203972804 is 0.3 e-0.916290732 is 0.4 e-0.693147181 is 0.5 e-0.510825624 is 0.6 e-0.356674944 is 0.7 e-0.223143551 is 0.8 e-0.105360516 is 0.9 e-0.010050336 is 0.99 e0 is 1 | e0.693147181 is 2 e1.098612289 is 3 e1.386294361 is 4 e1.609437912 is 5 e1.791759469 is 6 e1.945910149 is 7 e2.079441542 is 8 e2.197224577 is 9 e2.302585093 is 10 e2.397895273 is 11 e2.48490665 is 12 | e2.564949357 is 13 e2.63905733 is 14 e2.708050201 is 15 e2.772588722 is 16 e2.833213344 is 17 e2.890371758 is 18 e2.944438979 is 19 e2.995732274 is 20 e3.044522438 is 21 e3.091042453 is 22 e3.135494216 is 23 | e3.17805383 is 24 e3.218875825 is 25 e3.258096538 is 26 e3.295836866 is 27 e3.33220451 is 28 e3.36729583 is 29 e3.401197382 is 30 e3.433987204 is 31 e3.465735903 is 32 e3.496507561 is 33 e3.526360525 is 34 |
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MATHEMATICAL CONCEPTS, inc. |
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