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There is a very Popular and in fact quite a Fantastic Puzzle of Sixes like this . . .
N N N = 6
Insert Mathematical Symbols and make Equality Equations for N = 0 to 9
This is quite a Beauty, and adds another Feather to the Cap of Number Six, which anyway is a Perfect Number.
This set me wondering if the next Perfect Number 28 will also have such Fantastic possibility . . .
N N N N = 28
. . . and I have found it to be possible for 2 to 9 except 6.
Would Our Members like to crack this, for the Numbers as above and also for 0. 1 and 6 ?,
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28 PUZZLES
By way of a little Guidance . . . here are some Examples . . .
For the 6 Puzzles . . . 7 - (7/7) = 6
For 28 Puzzles . . . (2 + 2)! + 2 + 2 = 28
RatnaPrabhu
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This set me wondering if the next Perfect Number 28 will also have such Fantastic possibility . . .
N N N N = 28
. . . and I have found it to be possible for 2 to 9 except 6.
Would Our Members like to crack this, for the Numbers as above and also for 0. 1 and 6 ?,
Let N!! be the double factorial of N
6!! = 2*4*6 = 48
6!! - (6 + 6)/.6 = 28
- - - - - - - - - - - - - - - -
48 - 12/.6 =
48 - 120/6 =
48 - 20 =
28
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