"Dave H" <DaveH@discussions.microsoft.com> wrote in message
news:FC414E48-D6A9-40BD-8224-659F14DC5522@microsoft.com...
>
> Good morning,
>
> Does anyone know the correct key sequence (in Windows Calculator) to
> calculate Nth root calculations?
>
> Thanks,
>
> Dave
It comes back to basic maths: The fifth root of x is the same
as x to the power of 0.2. The caclulator can easily do x^y.
>
> "Dave H" <DaveH@discussions.microsoft.com> wrote in message
> news:FC414E48-D6A9-40BD-8224-659F14DC5522@microsoft.com...
> >
> > Good morning,
> >
> > Does anyone know the correct key sequence (in Windows Calculator) to
> > calculate Nth root calculations?
> >
> > Thanks,
> >
> > Dave
>
> It comes back to basic maths: The fifth root of x is the same
> as x to the power of 0.2. The caclulator can easily do x^y.
>
>
Thanks for your reply,
So where N is the original number and R is the root, the sequence would be:
"Dave H" <DaveH@discussions.microsoft.com> wrote in message
news:4427C89A-E3D9-4A48-B5C5-AC6F61E1A594@microsoft.com...
>
>
> "Pegasus (MVP)" wrote:
>
>>
>> "Dave H" <DaveH@discussions.microsoft.com> wrote in message
>> news:FC414E48-D6A9-40BD-8224-659F14DC5522@microsoft.com...
>> >
>> > Good morning,
>> >
>> > Does anyone know the correct key sequence (in Windows Calculator) to
>> > calculate Nth root calculations?
>> >
>> > Thanks,
>> >
>> > Dave
>>
>> It comes back to basic maths: The fifth root of x is the same
>> as x to the power of 0.2. The caclulator can easily do x^y.
>>
>>
>
> Thanks for your reply,
>
> So where N is the original number and R is the root, the sequence would
> be:
>
> N <x^y> R <1/x> <=>
>
>
> Best regards,
>