Question

practice

Answer 1

\[\huge\color{red}{\sum_{i=1}^{10}t_i}\]\[\huge\color{orange}{Trang~co~don~qua~oi~nguoi~oi}\]\[\huge\color{blue}{\int_0^\infty\mathrm{e}^{-x}\,\mathrm{d}x}\]
\[\huge\color{purple}{Nguoi~da~di~roi~,~da~buon~khong~?}\]

Answer 2

\[\huge\color{red}{\left.\frac{x^3}{3}\right|_0^1}\]\[\huge\color{blue}{Niem~dau~chon~dau}\]

Answer 3

\[\huge\color{orange}{x\equiv a\pmod b}\]\[\Minh~xa~nhau~mai~mai\]

Answer 4

\[\Large \Psi_{32 \pm 2}=\frac{a^{-3/2}}{162\pi^{1/2}}\frac{r^2}{a^2}e^{-r/3a}\sin^2 \theta e^{\pm 2 i \phi}\]

Answer 5

\[\huge\color{red}{\Thanks!!!~Sam}\]

Answer 6

\[\huge\color{red}{What~should~I~say???}\]

Answer 7

\[\color{#C00}{\huge \text{Thanks!!! } Sam}\]

Answer 8

hey, my last one is ok, right?

Answer 9

\[\boxed{\color{#E32}{\text{great job!}}}\]

Answer 10

\[\boxed{\boxed{\boxed{\boxed{\boxed{\boxed{\boxed{\boxed{\boxed{\boxed{\boxed{}}}}}}}}}}}\]

Answer 11

"Come on you"?

Answer 12

\(\Huge\color{red}\ast\)\(\huge\color{purple}\ast\)\(\Large\color{blue}\ast\)\(\large\color{green}\ast\)\(\color{yellow}\ast\)\(\small\color{grey}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\tiny\color{turquoise}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\small\color{grey}\ast\)\(\color{yellow}\ast\)\(\large\color{green}\ast\)\(\Large\color{blue}\ast\)\(\huge\color{purple}\ast\)\(\Huge\color{red}\ast\)\(\huge\color{purple}\ast\)\(\Large\color{blue}\ast\)\(\large\color{green}\ast\)\(\color{yellow}\ast\)\(\small\color{grey}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\tiny\color{turquoise}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\small\color{grey}\ast\)\(\color{yellow}\ast\)\(\large\color{green}\ast\)\(\Large\color{blue}\ast\)\(\huge\color{purple}\ast\)\(\Huge\color{red}\ast\)\(\huge\color{purple}\ast\)\(\Large\color{blue}\ast\)\(\large\color{green}\ast\)\(\color{yellow}\ast\)\(\small\color{grey}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\tiny\color{turquoise}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\small\color{grey}\ast\)\(\color{yellow}\ast\)\(\large\color{green}\ast\)\(\Large\color{blue}\ast\)\(\huge\color{purple}\ast\)\(\Huge\color{red}\ast\)
\(\Huge\color{red}{\mathbb{HUE}}\)
\(\Huge\color{red}\ast\)\(\huge\color{purple}\ast\)\(\Large\color{blue}\ast\)\(\large\color{green}\ast\)\(\color{yellow}\ast\)\(\small\color{grey}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\tiny\color{turquoise}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\small\color{grey}\ast\)\(\color{yellow}\ast\)\(\large\color{green}\ast\)\(\Large\color{blue}\ast\)\(\huge\color{purple}\ast\)\(\Huge\color{red}\ast\)\(\huge\color{purple}\ast\)\(\Large\color{blue}\ast\)\(\large\color{green}\ast\)\(\color{yellow}\ast\)\(\small\color{grey}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\tiny\color{turquoise}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\small\color{grey}\ast\)\(\color{yellow}\ast\)\(\large\color{green}\ast\)\(\Large\color{blue}\ast\)\(\huge\color{purple}\ast\)\(\Huge\color{red}\ast\)\(\huge\color{purple}\ast\)\(\Large\color{blue}\ast\)\(\large\color{green}\ast\)\(\color{yellow}\ast\)\(\small\color{grey}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\tiny\color{turquoise}\ast\)\(\Tiny\color{goldenrod}\ast\)\(\small\color{grey}\ast\)\(\color{yellow}\ast\)\(\large\color{green}\ast\)\(\Large\color{blue}\ast\)\(\huge\color{purple}\ast\)\(\Huge\color{red}\ast\)