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A new interactive based on Binary Cards but expanded to cover all bases (decimal, hex, etc)
Purpose:
Resolve shortcomings when showing non-base-2 numbers with Binary Cards, in order to:
Help show (n-1) base-n + 1 = 10 base-n
i.e 9 + 1 = 10, F + 1 = 10, etc
Show a visual demonstration of how counting works in our usual decimal system and how it applies naturally to other bases.
Design:
A split-flap display.
In base 2 it would work exactly like Binary cards; in base-n each digit in the represented number would have a set of n numbers to flip through.
The user can 'flip' each set as they wish to count up or down.
A representation of the number would be shown in the base used as well as in decimal
The text was updated successfully, but these errors were encountered:
A new interactive based on Binary Cards but expanded to cover all bases (decimal, hex, etc)
Purpose:
Resolve shortcomings when showing non-base-2 numbers with Binary Cards, in order to:
(n-1) base-n
+ 1 =10 base-n
i.e
9 + 1 = 10
,F + 1 = 10
, etcDesign:
A split-flap display.
In base 2 it would work exactly like Binary cards; in base-n each digit in the represented number would have a set of n numbers to flip through.
The user can 'flip' each set as they wish to count up or down.
A representation of the number would be shown in the base used as well as in decimal
The text was updated successfully, but these errors were encountered: