The cost function for selling rose bushes is given by C$($x$)=700+2$x$,$ the revenue function is given by R$($x$)=-0\mathrm{.}001$x$^(2)+10$ and the profit function is P$($x$)=$R$($x$)-$C$($x$)=-0\mathrm{.}001$x$^(2)+10-(700+2$x$).$ Use the slider along the x$-$axis to find maximum profit.

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