$\displaystyle \frac{{\left.{d}{y}\right.}}{{\left.{d}{x}\right.}}$ = $\displaystyle {8}\cdot{x}^{{4}}+{7}\cdot{e}^{{{2}\cdot{x}}}+{9}\cdot{\sin{{\left({5}\cdot{x}\right)}}}$

is an Ordinary Diffrential Equaion (ODE)

whose solution goes through the point ( 2, 11 ).



Then y = Preview Question 6  



Input x^2 for $\displaystyle {x}^{{2}}$, x^3 for $\displaystyle {x}^{{3}}$, e^(3x) for $\displaystyle {e}^{{{3}{x}}}$

Coefficients in your answer can be fractions or decimals..