 |  | Inverse function (For modes 2D, 3D, Console) | | Inverts mathematical function that follows this command (except Abs function). | |
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|  | Decimal logarithm (For modes 2D, 3D, Console) |  Show exampleHide example | Returns decimal logarithm of the given number. | Writes to the output window briggs logarithm of chosen numbers. | | |
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|  | Hyperbolic sine (For modes 2D, 3D, Console) |  Show exampleHide example | Calculates hyperbolic sine for angle, given in radians. | |
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|  | Hyperbolic cosine (For modes 2D, 3D, Console) |  Show exampleHide example | Calculates hyperbolic cosine for angle, given in radians. | Writes to the output window hyperbolic cosine of chosen angles. | | |
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|  | Hyperbolic tangent (For modes 2D, 3D, Console) |  Show exampleHide example | Calculates hyperbolic tangent for angle, given in radians. | |
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|  | Min value (For modes 2D, 3D, Console) |  Show exampleHide example | Returns the smaller one from two given values. | Writes to the output window minimum value in interval from -2 to 1. | | |
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|  | Max value (For modes 2D, 3D, Console) |  Show exampleHide example | Returns the bigger one from two given values. | Writes to the output window maximum value in interval from -2 to 1. | | |
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|  | Ceiling (For modes 2D, 3D, Console) |  Show exampleHide example | Returns nearest bigger whole number. | Writes the nearest integer for numbers 0.1; 0.5 and 0.9. | | |
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|  | Floor (For modes 2D, 3D, Console) |  Show exampleHide example | Returns the largest whole number less than or equal to the specified number. | Writes to the output window integer part of three numbers (in this example three times 0). | | |
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|  | Division remainder (For modes 2D, 3D, Console) |  Show exampleHide example | Returns the quotient of two numbers, also passing the remainder as an output parameter. | Writes to the output window two chosen mathematic examples and the results of division within the rest. | | |
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|  | Round (For modes 2D, 3D, Console) |  Show exampleHide example | Returns given value rounded to the nearest whole number. | |
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