Compute

by **nycmath** » Fri Sep 25, 2026 10:44 pm

See attachment.

by **Eigenvalue** » Sat Sep 26, 2026 12:04 am

y=[tex]( \sqrt{3}) ^{4π }[/tex]=[tex]3^{2π }[/tex]

[tex]\sqrt{4-y²}[/tex]=[tex]\sqrt{4-(3 x^{2π})² }[/tex]
=[tex]\sqrt{4- 3^{4π } }[/tex]

Note: this expression is simplifiable, yet simplifying it does not greatly impact the result

by **nycmath** » Sat Sep 26, 2026 10:58 am

Eigenvalue wrote:y=[tex]( \sqrt{3}) ^{4π }[/tex]=[tex]3^{2π }[/tex]

[tex]\sqrt{4-y²}[/tex]=[tex]\sqrt{4-(3 x^{2π})² }[/tex]
=[tex]\sqrt{4- 3^{4π } }[/tex]

Note: this expression is simplifiable, yet simplifying it does not greatly impact the result

That's what makes it interesting. I think this is a David Cohen question.

Compute

Compute

Re: Compute

Re: Compute

Who is online