Manipulating subexpressions – HP 48g Graphing Calculator User Manual

Page 259

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subexpressions. This process continues until an expansion occurs at
some level—no lower levels are checked.

Manipulating Subexpressions

You can rearrange an algebraic in specific step-by-step stages, letting
you get the result in the form you want. The Rules transformations

are algebraic-rearrangement operations that are narrower in their

scope than EXPAN and COLCT. The Rules transformations let you

direct the path of an algebraic rearrangement.

To algebraically rearrange a particular subexpression:

1. Put the algebraic in the Equation Writer application:

m To enter a new algebraic, press

EQUATION

) and key it in.

m To use an algebraic in level 1, press
■ To use an algebraic stored in a variable, press the VAR menu key

associated with the variable and press ®.

2. Get the Selection environment:

■ From entry mode, press

a-

■ From scrolling mode, press

PICTURE

IRI.

3. Press

®®a©

to move the selection cursor to the top-level

function for the subexpression you want to rearrange. (See below.)

4. Optional: Press EXPF? at any time to highlight the current

subexpression in its entirety (the highlight turns on or off).

5. Press

FiULES

to get the RETLES menu. (You can press Q to return

to the Selection menu.)

6. Press the menu key for the transformation you want (or just move

the cursor to not do a transformation). Press before any

transformation key to execute the transformation repeatedly until
no further change occurs.

7. Repeat step 6 for each transformation you want. (If you move the

cursor, you have to go back to step 3.)

8.

Press

(

enter

)

to save the transformed algebraic (or press

(CANCEL)

to not save it).

In this section, the definition of subexpression in the previous section
is expanded to include individual objects. For example, you can

specify a name as the subexpression.

After you activate the Selection environment, you move the

selection cursor—it specifies both an object in the algebraic and its

corresponding subexpression.

20

Calculus and Symbolic Manipulation 20-19

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