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2^11(2^22 + 2^11 + 1)/2^11(2^22 - 2^-11) , cancel out 2^11, then 2^11(2^11 + 1 + 2^-11)/2^11(2^11 - 2^-22), seems like you ought to be able to simplify more. It's hard to see one as a cube but it's a nice solution.
Denominator 2^33-1{(2^11)}^3 -(1)^3{(2^11)-1)^3+{3×(2^11)×1)×(2^11-1)(2^11-1)[{(2^11-1)^2+(3×2^11)=(2^11-1)[(2^11)^2+1-(2×2^11)+(3×2^11)]=(2^11-1){(2^22+(2^11)+1}Let (2^22)+(2^11)+1 =aSo (2^11-1)a....... Denominator Let explain numerator (2^33)+(2^22)+(2^11)=2^11{(2^22+(2^11)+1}=(2^11)aNumerator /Denominator )=(2^11)/(2^11-1)=2048/(2048-1)=2048/2047=1.0004(may be)
Get rid of the stupid music 😮😮😮
Nice 👍
2^11(2^22 + 2^11 + 1)/2^11(2^22 - 2^-11) , cancel out 2^11, then 2^11(2^11 + 1 + 2^-11)/2^11(2^11 - 2^-22), seems like you ought to be able to simplify more. It's hard to see one as a cube but it's a nice solution.
Denominator
2^33-1
{(2^11)}^3 -(1)^3
{(2^11)-1)^3+{3×(2^11)×1)×(2^11-1)
(2^11-1)[{(2^11-1)^2+(3×2^11)=
(2^11-1)[(2^11)^2+1-(2×2^11)+(3×2^11)]=
(2^11-1){(2^22+(2^11)+1}
Let
(2^22)+(2^11)+1 =a
So
(2^11-1)a....... Denominator
Let explain numerator
(2^33)+(2^22)+(2^11)
=2^11{(2^22+(2^11)+1}
=(2^11)a
Numerator /Denominator )=
(2^11)/(2^11-1)=
2048/(2048-1)=2048/2047=1.0004(may be)
Get rid of the stupid music 😮😮😮