Using the solver – HP 48g Graphing Calculator User Manual
Page 348
Attention! The text in this document has been recognized automatically. To view the original document, you can use the "Original mode".
8. For each known variable, type its value and press the
corresponding menu key. Press fNXT) if necessary to access
additional variables.
9. Optional: Supply a guess for the unknown variable(s). This can
speed the solution process or help to focus on one of several
solutions. Enter a guess just as you w^ould the value of a known
variable. If you are working with multiple equations, press Q}
and then the variable menu key MCflL after entering the guess
(reconverting the menu label to white),
10. Press o followed by the menu key of the variable for which
you’re solving. If you’re solving a set of equations, you can press
S) L -- to solve for all remaining unknown variables—all
variables not previously defined by you.
Using the Solver
25
When you select a subject and a title in the Equation Library,
you specify a set of one or more equations. Then, when you press
SuLV , you leave the Equation Library catalogs and start solving
the equations you’ve selected.
When you press S
does the following:
in the Equation Library, the application
The set of equations is stored in the appropriate variable:
EQ
for
one equation,
EQ
and
Mpar
for more than one equation.
(Mpar
is a
reserved variable name used by the Multiple-Equation Solver.)
Each variable is created and set to zero
unless it already exists.
(If
the variable name has been used by the Solver before, then it is a
global variable and therefore already exists—until you purge it.)
Each variable’s units are set to the conditions you specified—SI
or English units, and units used or not used—
unless the variable
already exists
and has units dimensionally consistent with what you
specified, (To change from English to SI units or vice-versa, you
must first purge the existing variables
or
explicitly enter the units
with the values.)
The appropriate solver is started: the SOLVR application (see page
18-7) for one equation, the Multiple-Equation Solver for more than
one equation.
25-2 The Equation Library