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Formula editor's allowed syntax: |
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Operators |
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Abbreviature |
Comment |
Example |
refference |
| + | addition | 1+point | |
| * | multiplication | 2*point | |
| - | subtraction | 1-point | |
| / | division | 1/point | |
| ^ | power | 1^point | |
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Objects |
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Abbreviature |
Comment |
Example |
refference |
| String Array | myArray[] | myArray=["h", "e", "l", "l", "o", " ", "w", "o", "r", "l", "d", "!"] |
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Functions |
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Abbreviature |
Comment |
Example |
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| sin | sine | sin(point) | |
| cos | cosine | cos(point) | |
| tan | tangent | tan(point) | |
| ceil | ... | ceil(point) | |
| abs | ... | abs(point) | |
| exp | exponent | exp(point) | |
| log | ... | log(point) | |
| pow | ... | pow(point,point) | |
| sqrt | square root | sqrt(point) | |
| pi | 3.1415 | abs(point+pi) | |
| phi | 1.6180339 | abs(point+phi) | |
| min | minimum | min(1,point) | |
| max | maximum | max(1,point) | |
| round | round to nearest integer | round(point) | |
| frac | fractional part | frac(point) | |
| hypot | hypotenuse | hypot(point) | |
| log2 | logarythm base 2 | log2(point) | |
| acosh | acosh(point)*120 | ||
| acot | acot(point)*120 | ||
| acoth | acoth(point)*120 | ||
| acsc | acsc(point)*120 | ||
| acsch | acsch(point)*120 | ||
| Neg | negative | Neg(a) | |
| approx | approximately equal | approx(point, s3dObj0[point]) | |
| arg | Calculates the polar angle (argument) of a pair of rectangular coordinates. |
arg(point, 20)*120 | |
| sign | required by arg() | sign(point)*120 | |
| asec | Calculates and returns the inverse secant of a number in 2D Cartesian |
asec(point)*120 | |
| *asech | Calculates and returns the inverse hyperbolic secant of a number in 2D Cartesian space. |
asech(point)*120 | |
| asinh | Calculates and returns the inverse hyperbolic sine of a number in 2D Cartesian space. |
asinh(point)*60 | |
| *atanh | Calculates and returns the inverse hyperbolic tangent of a number in 2D Cartesian space. |
atanh(point)*120 | |
| baseConvert | Converts a number from one base to another base. |
baseConvert(vNumber, iBaseFrom, iBaseTo) | |
| bin2dec | Converts a binary number into its decimal equivalent. |
bin2dec(lBinaryNum) | |
| bin2hex | Converts a binary number into its hexadecimal equivalent. |
bin2hex(lBinaryNum) | |
| bin2oct | Converts a binary number into its octal equivalent. |
bin2oct(lBinaryNum) | |
| cosh | Calculates and returns the hyperbolic cosine of a number in 2D Cartesian space. |
cosh(point) | |
| cot | Calculates and returns the cotangent of a number in 2D Cartesian space. |
cot(point)*120 | |
| coth | Calculates and returns the hyperbolic cotangent of a number in 2D Cartesian space. |
coth(point)*120 | |
| cov | Calculates and returns the coversine of a number in 2D Cartesian space. |
cov(point)*120 | |
| csc | Calculates and returns the cosecant of a number in 2D Cartesian space. |
csc(point)*120 | |
| csch | Calculates and returns the hyperbolic cosecant of a number in 2D Cartesian space. |
csch(point)*120 | |
| dec2bin | Converts a decimal number into its binary equivalent. |
dec2bin(lDecimalNum) | |
| Int | integral part | Int(a) | |
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Special (related to Math Explorer) |
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Abbreviature |
Comment |
Example |
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| point | Number of points | point | |
| s3dObj0[point] | 3D object 0 | s3dObj0[point]/2 | |
| s3dObj1[point] | A 3D cube | s3dObj1[point]/2 | |
| rings[point] | A 3D donut | rings[point]/2 | |
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Gadget (not much useful, just fun) |
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Abbreviature |
Comment |
Example |
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| Date | system date | Date() | |
| MouseX | mouse cursor X position | MouseX() | |
| MouseY | mouse cursor Y position | MouseY() | |