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domain : a RealRange expression specifying the region over which the function is defined

variable : name used in generated expression if the second calling sequence is used

The ExponentialFunction constructor generates and returns an object representing an exponential function.

The first calling sequence requires an exponential function in one variable to be provided.

The second calling sequence requires the value for the horizontal asymptote and two points on the curve to be provided.

$\mathrm{with}\left(\mathrm{Grading}\right)$

$\left[\mathrm{AbsoluteValueFunction}\,\mathrm{DiffFeedback}\,\mathrm{DiffPractice}\,\mathrm{Draw}\,\mathrm{ExponentialFunction}\,\mathrm{FactorFeedback}\,\mathrm{FactorPractice}\,\mathrm{Feedback}\,\mathrm{GetData}\,\mathrm{GetDomain}\,\mathrm{GetExpression}\,\mathrm{GradePlot}\,\mathrm{GridPoint}\,\mathrm{Inequalities}\,\mathrm{IntFeedback}\,\mathrm{IntPractice}\,\mathrm{IsQuadraticFormula}\,\mathrm{LimitFeedback}\,\mathrm{LimitPractice}\,\mathrm{LinearFunction}\,\mathrm{LogarithmicFunction}\,\mathrm{QuadraticFunction}\,\mathrm{Quiz}\,\mathrm{QuizBuilder}\,\mathrm{Segment}\,\mathrm{SimplifyFeedback}\,\mathrm{SimplifyPractice}\,\mathrm{SolveFeedback}\,\mathrm{SolvePractice}\right]$

$\mathrm{ExponentialFunction}\left(52^{-x}-3\right)$

$\mathrm{<<\; ExponentialFunction:\; 5*2^(-x)-3>>}$

$\mathrm{ExponentialFunction}\left(-2\&comma;\left[0\&comma;-1\right]\&comma;\left[-2\&comma;2\right]\right)$

$\mathrm{<<\; ExponentialFunction:\; (1/2)^v-2>>}$

$\mathrm{E1}≔\mathrm{ExponentialFunction}\left(-2\&comma;\left[0\&comma;-1\right]\&comma;\left[-2\&comma;2\right]\&comma;'\mathrm{variable}'='z'\right)$

$\mathrm{E1}≔\mathrm{<<\; ExponentialFunction:\; (1/2)^z-2>>}$

$\mathrm{GetExpression}\left(\mathrm{E1}\right)$

${\left(\frac{1}{2}\right)}^z-2,z$

The Grading:-ExponentialFunction command was introduced in Maple 18.

For more information on Maple 18 changes, see Updates in Maple 18 .