Parameters

 expr - anything; expression that generates menu

Description

 • The Test[ListMenuEntries] command returns a list of the entries present in the context-sensitive menu generated for the expression expr.

Examples

 > $\mathrm{with}\left(\mathrm{ContextMenu}\right):$
 > $\mathrm{Test}[\mathrm{ListMenuEntries}]\left(\mathrm{sin}\left(x\right)\right)$
 $\left[\left[{"Apply a Command"}\right]{,}\left[{"Assign to a Name"}\right]{,}\left[{"Differentiate"}{,}{"With Respect To"}{,}{"x"}\right]{,}\left[{"Evaluate"}\right]{,}\left[{"Evaluate at a Point"}\right]{,}\left[{"Integrate"}{,}{"x"}\right]{,}\left[{"Limit"}\right]{,}\left[{"Plots"}{,}{"2-D Plot"}\right]{,}\left[{"Plots"}{,}{"3-D Plot"}{,}{"x, ?"}\right]{,}\left[{"Plots"}{,}{"3-D Plot"}{,}{"?, x"}\right]{,}\left[{"Plots"}{,}{"2-D Implicit Plot"}{,}{"x, ?"}\right]{,}\left[{"Plots"}{,}{"2-D Implicit Plot"}{,}{"?, x"}\right]{,}\left[{"Plots"}{,}{"3-D Implicit Plot"}{,}{"x, ?, ?"}\right]{,}\left[{"Plots"}{,}{"3-D Implicit Plot"}{,}{"?, x, ?"}\right]{,}\left[{"Plots"}{,}{"3-D Implicit Plot"}{,}{"?, ?, x"}\right]{,}\left[{"Plots"}{,}{"Plot Builder"}\right]{,}\left[{"Series"}{,}{"Asymptotic series"}{,}{"x"}\right]{,}\left[{"Series"}{,}{"Formal Power Series"}\right]{,}\left[{"Series"}{,}{"Series"}{,}{"x"}\right]{,}\left[{"Simplify"}{,}{"Assuming Integer"}\right]{,}\left[{"Simplify"}{,}{"Assuming Non-negative"}\right]{,}\left[{"Simplify"}{,}{"Assuming Positive"}\right]{,}\left[{"Simplify"}{,}{"Assuming Real"}\right]{,}\left[{"Simplify"}{,}{"Assuming Real Range"}\right]{,}\left[{"Simplify"}{,}{"Constant"}\right]{,}\left[{"Simplify"}{,}{"Simplify"}\right]{,}\left[{"Simplify"}{,}{"Size"}\right]{,}\left[{"Simplify"}{,}{"Symbolic"}\right]{,}\left[{"Simplify"}{,}{"Trig"}\right]{,}\left[{"Solve"}{,}{"Isolate Expression for"}{,}{"x"}\right]{,}\left[{"Solve"}{,}{"Numerically Solve"}\right]{,}\left[{"Solve"}{,}{"Numerically Solve from point"}\right]{,}\left[{"Solve"}{,}{"Obtain Solutions for"}{,}{"x"}\right]{,}\left[{"Solve"}{,}{"Solve"}\right]{,}\left[{"Solve"}{,}{"Solve \left(explicit\right)"}\right]{,}\left[{"Solve"}{,}{"Solve \left(general solution\right)"}\right]{,}\left[{"Solve"}{,}{"Solve for Variable"}{,}{"x"}\right]{,}\left[{"Complex Maps"}{,}{"Argument"}\right]{,}\left[{"Complex Maps"}{,}{"Conjugate"}\right]{,}\left[{"Complex Maps"}{,}{"Imaginary Part"}\right]{,}\left[{"Complex Maps"}{,}{"Modulus"}\right]{,}\left[{"Complex Maps"}{,}{"Polar Form"}\right]{,}\left[{"Complex Maps"}{,}{"Real Part"}\right]{,}\left[{"Complex Maps"}{,}{"a + bI Form"}\right]{,}\left[{"Constructions"}{,}{"Definite Integral"}{,}{"x"}\right]{,}\left[{"Constructions"}{,}{"Derivative"}{,}{"x"}\right]{,}\left[{"Constructions"}{,}{"Evaluate At"}{,}{"x"}\right]{,}\left[{"Constructions"}{,}{"Integral"}{,}{"x"}\right]{,}\left[{"Constructions"}{,}{"Limit"}\right]{,}\left[{"Constructions"}{,}{"Product"}{,}{"x"}\right]{,}\left[{"Constructions"}{,}{"Sum"}{,}{"x"}\right]{,}\left[{"Conversions"}{,}{"Equate to 0"}\right]{,}\left[{"Conversions"}{,}{"Exponential"}\right]{,}\left[{"Conversions"}{,}{"LaTeX"}\right]{,}\left[{"Conversions"}{,}{"MathML"}\right]{,}\left[{"Conversions"}{,}{"Operator"}{,}{"x"}\right]{,}\left[{"Conversions"}{,}{"To String"}\right]{,}\left[{"Integer Functions"}{,}{"Ceiling"}\right]{,}\left[{"Integer Functions"}{,}{"Floor"}\right]{,}\left[{"Integer Functions"}{,}{"Fractional Part"}\right]{,}\left[{"Integer Functions"}{,}{"Round"}\right]{,}\left[{"Integer Functions"}{,}{"Truncate"}\right]{,}\left[{"Integral Transforms"}{,}{"Fourier Cosine Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Fourier Sine Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Fourier Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Hankel Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Hilbert Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Inverse Fourier Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Inverse Hilbert Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Inverse Laplace Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Inverse Mellin Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Laplace Transform"}\right]{,}\left[{"Integral Transforms"}{,}{"Mellin Transform"}\right]{,}\left[{"Language Conversions"}{,}{"C Language"}\right]{,}\left[{"Language 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Unit"}{,}{"EMU"}{,}{"watt"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"foot"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"horsepower"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"pound"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"poundal"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"poundal*foot"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"poundforce/inch^2"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"radian"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"second"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"FPS"}{,}{"steradian"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"MTS"}{,}{"kilojoule"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"MTS"}{,}{"kilowatt"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"MTS"}{,}{"meter"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"MTS"}{,}{"pieze"}\right]{,}\left[{"Units"}{,}{"Affix Unit"}{,}{"MTS"}{,}{"radian"}\right]{,}\left[{"Units"}{,}{"Affix 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