Jonask
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0 
Questions Asked

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Prove that \(\cos 72=\frac{\phi}{2}\)
 updated 17 days ago
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show that the area of a regular ngon(polygon) is the same as that of a circle as \(n\to \infty\)
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number theory,why is'nt there a subtopic,in mathematics for number theory,since theres calculus,algebra,geometry...etc
 updated 6 months ago
 5 replies
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solve \(3x^2+3xy5y^2=55\)
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can the following numbers \(23,45326,56740,16320\) be written as a sum of two squares,explain!!!
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write the following recursive equation in general form \(a_n=\alpha a_{n1}+\beta \alpha a{n+1}\)
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 updated 8 months ago
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 updated 8 months ago
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write the recursive formular in explicit form \[a_n=a_{n1}r+d\]
 updated 9 months ago
 9 replies
 1 Medal
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\[y=x^4+1\]
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 updated 9 months ago
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\[\ECFTallPaul{\text{lets have pizza}}\]
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if \[\phi(u,v)=f(x,y)\]where\[u=y^2x^2,v=y^2+x^2\]
 updated 9 months ago
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desing a system that will solve any pd
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\[\color{green}{\text{Happy New Year!!!}}\]
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CALCULUS MAXIMA MINIMA PROBLEMS
 updated 9 months ago
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Jonask:
Group Title
\[x^y=y^x\] find interger pairs x and y ,hence show that the solution to \[x^2=2^x\] is \[x_1=2,x_2=4\]
 updated 10 months ago
 9 replies
 1 Medal
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