This page is a sub-page of our page on Expandable Learning Objects.

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The sub-pages of this page are:

• Representation and Reconstruction of Numbers.
• Shift of Base for Numbers.

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Related KMR pages:

• Numbers and their Digits in different Bases.
• Complex Numbers.
• Shift of Basis (in general).

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Representation and Reconstruction of a Number with respect to a Base

Representation: [ \, n_{umber} \, ]_{B_{ase}} = \left< \, d_{igits} \, \right>_{B_{ase}}

Reconstruction: \left( \, \left< \, d_{igits} \, \right>_{B_{ase}} \, \right)_{B_{ase}} = n_{umber}

////////// In Swedish:

Representation och Rekonstruktion av ett Tal med avseende på en Bas

Representation: [ \,t_{al} \, ]_{B_{as}} = \left< \, s_{iffror} \, \right>_{B_{as}}

Rekonstruktion: \left( \, \left< \, s_{iffror} \, \right>_{B_{as}} \, \right)_{B_{as}} = t_{al}

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