3.The more math minded (student?) would recognize that the algebraic “problem” could be transposed to be:

A( A + 3 ) 1.3

and press 3, ENTER, 2.918273645, +, LASTX, ×, 1.3, to calculate 13.2854938478. (five keystrokes)

NOTE: The above “keystroke counts” or the method of counting is not clear. Because numbers may range from a single digit to 10, 12, or more digits, and these digits would be the same for any machine, they are not counted as keystrokes. To clarify this issue the following is offered.

Counting Keystrokes

RPN Tip #2 showed three RPN methods to solve a problem. method before it in terms of the “efficiency” of the solution. operation keys that have to be pressed to solve the problem. variables.

Each successive method improved on the This efficiency is the number of calculator The number of keystrokes is related to three

1.The RPN machine being used. Some RPN operations are shifted keys. R, for example, is shifted on the HP35s and several of HP’s legacy RPN calculators. Shifted operations require two keystrokes.

2.The order of the operations and the utilization of the RPN automatic stack operations.

3.The mathematical form that is used to express the problem. If the problem is represented by an algebraic expression, for example, the calculator solution is having the expression rearranged for a more efficient calculator keyboard solution. Complete books have been written on the topic of (optimum) “calculator solutions.”

Keystroke counting is the only objective measure of comparing the problem solving efficiency of one machine to another or one solution method to another. In order to keep everything on a level playing field the keystrokes required for entering the data (numbers) are not counted. This is illustrated using solution number three of RPN Tip #2.

4.The more math minded (student?) would recognize that the algebraic “problem” could be easily transposed to be:

A( A + 3 ) 1.3

And press 3, ENTER, 2.918273645, +, LASTX, ×, 1.3, to calculate

keystroke number

13.2854938478. (Total of five keystrokes).

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