lambda with floats
monkeys paw
monkey at joemoney.net
Fri Apr 9 05:02:40 CEST 2010
On 4/7/2010 12:15 AM, Patrick Maupin wrote:
> On Apr 6, 11:10 pm, Patrick Maupin<pmau... at gmail.com> wrote:
>> On Apr 6, 11:04 pm, Patrick Maupin<pmau... at gmail.com> wrote:
>>
>>
>>
>>> On Apr 6, 10:16 pm, monkeys paw<mon... at joemoney.net> wrote:
>>
>>>> I have the following acre meter which works for integers,
>>>> how do i convert this to float? I tried
>>
>>>> return float ((208.0 * 208.0) * n)
>>
>>>> >>> def s(n):
>>>> ... return lambda x: (208 * 208) * n
>>>> ...
>>>> >>> f = s(1)
>>>> >>> f(1)
>>>> 43264
>>>> >>> 208 * 208
>>>> 43264
>>>> >>> f(.25)
>>>> 43264
>>
>>> Not sure why you are returning a lambda (which is just a function that
>>> does not have a name) from an outer function.
>>
>>> A function that does this multiplication would simply be:
>>
>>> def s(n):
>>> return 208.0 * 208.0 * n
>>
>>> Regards,
>>> Pat
>>
>> I realized I didn't show the use. A bit different than what you were
>> doing:
>>
>>>>> def s(n):
>>
>> ... return 208.0 * 208.0 * n
>> ...>>> s(1)
>> 43264.0
>>>>> s(0.5)
>> 21632.0
>>>>> s(3)
>>
>> 129792.0
>>
>> I'm not sure exactly what you mean by "acre meter" though; this
>> returns the number of square feet in 'n' acres.
>>
>> Regards,
>> Pat
>
> I should stop making a habit of responding to myself, BUT. This isn't
> quite an acre in square feet. I just saw the 43xxx and assumed it
> was, and then realized it couldn't be, because it wasn't divisible by
> 10. (I used to measure land with my grandfather with a 66 foot long
> chain, and learned at an early age that an acre was 1 chain by 10
> chains, or 66 * 66 * 10 = 43560 sqft.)
> That's an exact number, and 208 is a poor approximation of its square
> root.
>
> Regards,
> Pat
You are absolutely right Pat, so here is the correct equate which also
utilizes my original question of using floats in a lambda, perfectly...
g = lambda x: 208.71 * 208.71 * x
g(1)
43559.864100000006
but truly the easiest to remember is based on your chain:
g = lambda x: 660 * 66 * x
g(1)
43560
Now back to python...
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