On 2015-5-11 17:21, Michael Orlitzky wrote:
The "e10" at the end is scientific notation. I don't know where
the 'e' came from, but I would guess it stands for "exponent"
and I would bet we use 'e' because there was no way to write
a superscript when hand-held calculators were invented.
O youth!
On 05/11/2015 03:40 PM, Selah Bryce wrote:
> Thank you. It gave me 9.13877574435632e10. What does that mean?
>
It means 9.13877574435632 times 10^10, or 91387757443.5632.
The "e10" at the end is scientific notation. I don't know where the 'e'
came from, but I would guess it stands for "exponent"
Thank you. It gave me 9.13877574435632e10. What does that mean?
On Monday, May 11, 2015 at 12:26:32 PM UTC-7, kcrisman wrote:
>
>
>> > How do you find the decimal that is equal to 7950734897590/87
>> >
>>
>> You don't say how many places you want. There are lots of ways if that
>> doesn't matte
>
>
> > How do you find the decimal that is equal to 7950734897590/87
> >
>
> You don't say how many places you want. There are lots of ways if that
> doesn't matter, for example 7950734897590/87.0
>
>
Or N(7950734897590/87) , assuming you haven't redefined N as N=10 or
something during the s
On Mon, May 11, 2015 at 3:15 PM, Selah Bryce wrote:
> How do you find the decimal that is equal to 7950734897590/87
>
You don't say how many places you want. There are lots of ways if that
doesn't matter, for example 7950734897590/87.0
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