- #1

- 69

- 0

6.7x10^(-16) / (1 + 6.7x10^(-16))

If I do an order of magnitude approximation, then the bottom becomes 1, but that will make the top zero since we are assuming 6.7x10^(-16) to be zero.

Any ideas on simplifying this?

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- Thread starter Legion81
- Start date

- #1

- 69

- 0

6.7x10^(-16) / (1 + 6.7x10^(-16))

If I do an order of magnitude approximation, then the bottom becomes 1, but that will make the top zero since we are assuming 6.7x10^(-16) to be zero.

Any ideas on simplifying this?

- #2

Mark44

Mentor

- 35,135

- 6,884

[tex]\frac{6.7 x 10^{-16}}{1 + 6.7 x 10^{-16}} = \frac{6.7}{10^{16} + 6.7}[/tex]

by multiplying the numerator and denominator by 10

If you want the exact value, divide 6.7 by 10000000000000006.7, either by long division or a calculator that can handle this many significant digits.

Why do you need this much precision, though?

- #3

- 69

- 0

Thank you for the reply. My calculator and Mathematica didn't want to spit out that many digits.

Consider this thread solved.

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