HP 50g Graphing, 48gII Graphing manual Exp&Ln, Ex,y = excosy + iexsiny

Access:	Catalog, …µ
Input:	An equation.
Output:	Level 2/Item 1: The expression to the left of the “=” sign in the original equation, or, if the input
	is an expression and not an equation, the independent variable.
	Level 1/Item 2: The expression to the right of the “=” sign in the original equation, or, if the
	input is an expression, the expression.
Flags:	Numeric mode must not be set (flag –3 clear).
	In Algebraic mode (flag –95 set), the output expressions are evaluated (variables are replaced by
	numeric values) before the result is returned.
Example:	Split the following equation into its two component expressions: sin(x)=5x+y
Command:	EXLR(SIN(X)=5*X+Y)
Result:	{SIN(X), 5*X+Y}
See also:	FXND
EXP&LN
Type:	Command
Description:	Displays a menu or list of the CAS exponential and logarithmic operations.
Access:	Catalog, …µ
Flags:	If the CHOOSE boxes flag is clear (flag –117 clear), displays the operations as a numbered list. If
	the flag is set, displays the operations as a menu of function keys.
See also:	ALGB, ARIT, CONSTANTS, DIFF, INTEGER, MAIN, MATHS, MATR, MODULAR,
	POLYNOMIAL, REWRITE, TESTS, TRIGO
EXP	Analytic Function
Type:
Description:	Exponential Analytic Function: Returns the exponential, or natural antilogarithm, of the
	argument; that is, e raised to the given power.
	EXP uses extended precision constants and a special algorithm to compute its result to full 12
	digit precision for all arguments that do not trigger an underflow or overflow error.
	EXP provides a more accurate result for the exponential than can be obtained by using e Q.
	The difference in accuracy increases as z increases. For example:
		z		EXP(z)	ez
		3		20.0855369232	20.0855369232
		10		22026.4657948	22026.4657949
		100		2.68811714182E43	2.68811714191E43
		500	1.40359221785E217		1.40359221809E217
		1000		1.9707111402E434	1.9707111469E434
	For complex arguments:			e(x,y) = excosy + iexsiny
Access:	!¸			( ¸is the leftshift of the Qkey).
Flags:	Numerical Results (–3)

378 Full Command and Function Reference