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how old are all of you guys?
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Find all triples \((x,m,n)\) of positive integers satisfying the equation \[x^m=2^{2n+1}+2^n+1\]with x>1 actually there is one solution... x will be my age
i m 91, see its written there,besides my pic.
god dammit you guys act like you're 12 haha
23
\(\ \Huge D: (10, 100), R: age \), in the function \(\ \Huge \frac{x^4-2sin(x)}{tan^2(2x)}... \)
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16
I'm not 99
lol!
1
Whatever age you want me to be
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\[ \int_0^{\infty } \frac{192* (15-2 x) \text{Log}[x]^2}{e^2 \pi ^3 \left(x^2+1\right) \left(1+x^4\right)} \, dx\]
thats a project santosh
phi
0/0
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