test latex
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Omer Cerrahoglu
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test latex
\( \exists d a.i d(mn-1)=n^3-1 [\tex] \)
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Laurian Filip
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Omer Cerrahoglu
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Marcelina Popa
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\( x_1=2^{n-3} \)
\( a(b+5)<2\cdot 379 \)
\( f:\mathbb{R}^+\to[0,+\infty) \)
\( \lim_{x\to\infty}f(x)\leq\sqrt[n]{n!}\mbox{ }2^{n^3} \)
\( \mbox{ }\frac{x^{3n-2}-5{sin{x}}}{x+\log_{5}3} \)
\( sin{\alpha}=\frac{\mbox{cateta opusa}}{\mbox{ipotenuza}} \)
\( a(b+5)<2\cdot 379 \)
\( f:\mathbb{R}^+\to[0,+\infty) \)
\( \lim_{x\to\infty}f(x)\leq\sqrt[n]{n!}\mbox{ }2^{n^3} \)
\( \mbox{ }\frac{x^{3n-2}-5{sin{x}}}{x+\log_{5}3} \)
\( sin{\alpha}=\frac{\mbox{cateta opusa}}{\mbox{ipotenuza}} \)
Last edited by Marcelina Popa on Fri Oct 10, 2008 10:12 pm, edited 1 time in total.
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Marcelina Popa
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