Home » Archimedes archive » Archimedes World » AW-1992-03.adf » AWMar92 » !AWMar92/Goodies/Algebra/!Algebra/Templates
!AWMar92/Goodies/Algebra/!Algebra/Templates
This website contains an archive of files for the Acorn Electron, BBC Micro, Acorn Archimedes, Commodore 16 and Commodore 64 computers, which Dominic Ford has rescued from his private collection of floppy disks and cassettes.
Some of these files were originally commercial releases in the 1980s and 1990s, but they are now widely available online. I assume that copyright over them is no longer being asserted. If you own the copyright and would like files to be removed, please contact me.
Tape/disk: | Home » Archimedes archive » Archimedes World » AW-1992-03.adf » AWMar92 |
Filename: | !AWMar92/Goodies/Algebra/!Algebra/Templates |
Read OK: | ✔ |
File size: | 1432 bytes |
Load address: | 0000 |
Exec address: | 0000 |
File contents
���� \ � help =�f$,�f� 0 main �f$<>"" progInfo � � 8 $ � ��� = 0 X ���� ( ���2 ����a �r ����$ ����2 ���a Ǖ ����$ l���B ����a Dz ����$ <���2 l���a �� ����$ ���2 <���a �� ����$ ���2 ���a � ����$ ����2 ���a � ����$ |���2 ����a �2 ����$ L���2 |���a �N ����$ ���2 L���a �q ����$ ��B ���a ǔ ����$ ����2 ��a Ƿ ����$ ����B ����a �� ����$ \���2 ����a � ����$ ,���2 \���a � ����$ ����2 ,���a �A ����$ ���2 ����a �b ����$ ����B ���a ǂ ����$ l���2 ����a Ǣ ����$ <���2 l���a Ƕ ����$ ���2 <���a �� ����$ ���2 ���a � ����$ ����2 ���a � ����$ |���2 ����a �* ����$ L���2 |���a �I ����$ ���2 L���a �e ����$ ��2 ���a � ����$ ����2 ��a Ǚ ����$ ����2 ����a Ǹ ����$ \���2 ����a �� ����$ ,���2 \���a � ����$ ����2 ,���a � ����$ ���2 ����a �% ����$ ����2 ���a �& ����$ l���2 ����a �C ����$ <���2 l���a �D ����$ ���2 <���a �V ����$ ���2 ���a �g ����$ ����2 ���a �s ����$ \ 4��� d���9a � � Algebraic calculator help This calculator intends to provide a desktop calculator that is intuitive for mathematicians to use. Formulae such as u+at are expanded internally into u+a*t. Operator precedence is such that the priority is as follows: 1 Brackets � ( ) 2 Raise to the power ^ 3 Multiplication * Division / 4 Addition + Subtraction - For example, 12+3*4^2 is read as 12+(3*(4^2)) with the result 60. The variables can be entered in upper or lower case, so 'A' and 'a' are equivalent. 'Clear' clears both the variables and the answer, but doesn't clear the formula. Evaluate evaluates the formula and places the result in 'answer'. The constants provided are: pi 3.141592654 e 2.718281828 g 9.80665 ms-� c 299792458.0 ms-� Trigonometric functions are not yet implemented. 2A is now translated to 2*A. This program was written by: Elliott Hughes. 15, Lark Hill, Swanwick, Derbys DE55 1DD OK B2 z � � 4 � ��� = 0 � ���� ; � ����B ��5� � � � � t���> ����9a � � ����� ��b �Formula: > t���� ����b �Answer: > � t���� ����5� � � � ���F L���1` A= titled> ��F ���1` B= titled> ����F ��1` C= titled> ����F ����1` D= titled> L���F |���1` E= titled> ���F H���1` F= titled> ��F ���1` G= titled> � ���� L���1` H= titled> � ��� ���1` I= titled> � ����� ��1` J= titled> � ����� ����1` K= titled> � L���� |���1` L= titled> � ���� H���1` M= titled> � ��� ���1` N= titled> ( ���d L���1` O= titled> ( ��d ���1` P= titled> ( ����d ��1` Q= titled> ( ����d ����1` R= titled> ( L���d |���1` S= titled> ( ���d H���1` T= titled> ( ��d ���1` U= titled> � ���� L���1` V= titled> � ��� ���1` W= titled> � ����� ��1` X= titled> � ����� ����1` Y= titled> � L���� |���1` Z= titled> 2 ���� L���=� � ���� 2 ��� ���=� � ���� 2 ����� ��=� � ���� 2 ����� ����=� � ���� 2 L���� |���=� � ���� 2 ���� H���=� � ���� 2 ��� ���=� � ���� � ���& L���=� � ���� � ��& ���=� � ���� � ����& ��=� � ���� � ����& ����=� � ���� � L���& |���=� � ���� � ���& H���=� � ���� � ��& ���=� � ���� P ���� L���=� � ���� P ��� ���=� ���� P ����� ��=� ���� P ����� ����=� ���� P L���� |���=� ���� P ���� H���=� ���� P ��� ���=� ���� � ���F L���=� ���� � ��F ���=� ���� � ����F ��=� ���� � ����F ����=� ���� � L���F |���=� ���� � ��B ���9a l ����� ���;a Algebraic calculator b3 Evaluate b2 0 b3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 Clear B0 B3;SELLIOTTSOFT P � � ( � � ��� = 0 � ���� � ����p �9a � � � ���f ����=` Alegbra ( � ����f ���=a � ���� � d���f ����=a � ����( � 0���f `���=a � ���� >