AnoreX

$y=mx^{2}-{\frac {m+2}{m-4}}x+{\frac {1}{m}}$ ${\frac {10}{sin161.7900431-x}}={\frac {12}{sinx}}$ $-a^{3}-2a^{2}+4a-16=0$

$0.5*0.5^{4}+0.5*0.4^{2}*0.6^{2}={\frac {1201}{2000}}$

$P={3 \choose 2}*{\frac {8}{12}}^{2}*(1-{\frac {8}{12}})^{1}={\frac {4}{9}}$

$3x-y=1$

$(m^{2}+2)x-my=-1$

$1<m<2$
$m<1$
$m>10$

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