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| pp.002 | 1.1.1 | 2^67-1 | 147,573,952,589,676,412,927 - F. Cole | |
| pp.007 | 1.2.1 | 10/3 | 3.33333 | |
| pp.009 | 1.2.2 | %, %%, %%%, etc... | Previous result, result before that, and so on, and so on | |
| pp.010 | 1.2.2 | expr//N or N[expr] | Asking for in decimal value "Number" will reduce from a fraction | |
| pp.011 | 1.2.2 | Add sub divide power | + - / ^ | |
| pp.011 | 1.2.2 | Multiply | Normal space between two characters eg. a b | |
| pp.011 | 1.2.2 | π e i ∞ | Pi, E, I, Infinity | |
| pp.010 | 1.2.2 | a=value | Assign a value for a | |
| pp.010 | 1.2.2 | a | Show the value of a | |
| pp.010 | 1.2.2 | a=. | Clear the value of a | |
| pp.012 | 1.2.3 | Square Root | Sqrt[z] or z^(1/2) | |
| pp.012 | 1.2.3 | Exponential Function | Exp[z] or E^z | |
| pp.012 | 1.2.3 | Absolute Value | Abs[z] | |
| pp.014 | 1.3.0 | All built-in Names | Begin With A Capitol Letter | |
| pp.014 | 1.3.0 | Arguements | Give in only Square Brackets [] | |
| pp.014 | 1.3.0 | Grouping Items | Parantheses ( ) | |
| pp.014 | 1.3.0 | Lists | Curley braces { } | |
| pp.014 | 1.3.0 | User created Names | User created names should begin with a lower case letter. | |
| pp.014 | 1.3.0 | User created Names | Cannot begin with a Number | |
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Arguements, In traditional mathematical notation, parentheses are used for two purposes: for arguements and for grouping terms. Mathematica avoids this ambiguity by using different notation for these two purposes: square brackets for arguements and parentheses for grouping. For example, if we write, instead of the correct form Sin[π/3], what you see below, we get a wrong result: Sin(π/3)
πSin
2
Mathematica interprets the expression according to its standard rules: Sin is a variable by which we want to multiply Pi/3 Here is the correct command: Sin[π/3] √32
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| pp.016 | 1.3.0 | Sin (π/3) | πSin/3 incorrect | |
| pp.016 | 1.3.0 | Sin[π3/2] | √3/2 | |
| pp.000 | 1.1.1 | x | asdfadfsasdf | |
| pp.000 | 1.1.1 | x | asdfadfsasdf | |
| pp.000 | 1.1.1 | x | asdfadfsasdf | |
| pp.000 | 1.1.1 | x | asdfadfsasdf | |
| pp.000 | 1.1.1 | x | asdfadfsasdf | |
| pp.000 | 1.1.1 | x | asdfadfsasdf | |
| pp.000 | 1.1.1 | x | asdfadfsasdf | |
| pp.000 | 1.1.1 | x | asdfadfsasdf |