Hi Brian,

2009/3/22 Brian Barker <[email protected]>:
> At 14:30 22/03/2009 +0200, Hylton Conacher wrote:
>>
>> I am battling to convert time to a digital value ...
>
> Er, everything stored in a computer is digital!

Seriously though convert a time value to a valid decimal value and vice versa.

>> I would like to be able to enter a time value as mm:ss and then be able to
>> calculate what the time is for a distance over a certain distance ie I walk
>> 3km in 31:34, what is my speed and also my min/km?
>>
>> How should I format the cells and what formula will enable me to convert
>> the time to a digital value that can be dived, and then re-formatted to show
>> a mm:ss value?
>
> o  A simple way to enter times as minutes and seconds is to prefix them with
> a zero hours value.  So enter your 31:34 as 0:31:34.
> o  Format your cell as MM:SS to see just the minutes and seconds and
> suppress the (zero) hours.  But be careful: any value over an hour will then
> display incorrectly.
> o  Your actual time value is stored in the cell as a decimal value in days.
>  Your 31:34 is stored as 0.02192... - that fraction (a little over a
> forty-sixth) of a day.  If you wish to see this explicitly, use =VALUE(xx)
> to show it.
> o  You can calculate with such values directly, as long as you remember they
> are in days, not minutes; no conversion is necessary.  To calculate your
> speed in km/min, use =3/(xx*24*60).  The number of minutes per kilometre is
> the reciprocal of this, of course: =B2*24*60/3.
> o  Some calculations with times result in values that are understandably
> displayed as times.  If you need to avoid this, apply the VALUE() function.
>  But you generally won't need to do this.

Thanks for the assistance but there is something wrong.

Values I get from an old sharp EL-532 Scientific calculator, which I
trust absolutely are different to the ones you give, and yet I cannot
see how.

My values are entered so:

Distance(km)   Time(0.mmss)
 3.2                0.3407

The calculated values are:

Speedkm/hr)       Min/km
 5.63                   0.1039 ie 10m 39s

How can these values be achieved with Calc formulae?

Regards
Hylton

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