Question

any body please help

Answer 1

\[\int\limits_0^{24[\text {hr} ]}\left(\color{salmon}{\mathscr{VALENTINES ~DAY}}\right)\mathrm dx\]\[=\left(\color{salmon}{\mathscr{VALENTINES ~DAY}}\right)\int\limits_0^{24[\text {hr} ]}\mathrm dx\]\[=\left.\left(\color{salmon}{\mathscr{VALENTINES ~DAY}}\right)x \right|_0^{24[\text {hr}]}\]
\[=\left(\color{salmon}{\mathscr{VALENTINES ~DAY}}\right)(24[\text {hr}]-0)\]\[=24\left(\color{salmon}{\mathscr{VALENTINES ~DAY}}\right)[\text {hr}]\]

Answer 2

I don't understand the math part but...
\(\huge\text{Happy Valentines Day 2013!}\)
\(\huge\text{Here's some roses:}\)

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Answer 3

Happy valentines Day!!!!:D<3333

Answer 4

\[=24\left(\color{salmon}{\mathscr{VALENTINES ~DAY}}\right)[\text {hr}]\]
\[=24\left(\color{salmon}{\mathscr{VALENTINES ~24[hr]}}\right)[\text {hr}]\]
\[=24^2\left(\color{salmon}{\mathscr{VALENTINES }}\right)[\text {hr}]^2\]