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Write an exponential growth equation for this problem, i.e. y=..., and be sure to simplify expressions where possible.

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If a person went back to that dish at $\\var{tEnd}$ P.M. on the same day, how many bacteria would be in the dish?

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Time in the A.M.

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time in the P.M.

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In a petri dish, there were $\\var{A}$ bacteria at $\\var{tStart}$ A.M. on Monday.  It has been estimated the bacteria in that dish grow at a rate of $\\var{rPercent}$% each hour.

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