These are the extended Float functions:
This function returns the square root of an input value. The input value serves as the radicand. The result is stored in an output MF.
Power uses 2 input values. Power raises an A input value by the power of a B (exponent) input value. The result is stored in an output MF, C
Returns the value of the input number raised to the power of 'e'. The constant e equals 2.71828182845904, the base of the natural logarithm.
EXP is the inverse of LN, natural log. If, for example, the value 1 is input to the Exp function, the output result is 2.718282. If the value 2 is input, the output result will be 7.389056.
Returns the natural logarithm of the input number, using base 'e'. The constant e equals 2.71828182845904.
LN is the inverse of Exp. If, for example, the value 6 is input to the LN function, the output result is 1.791759. If the value 60 is input, the output result will be 4.094345.
Returns the logarithm of the input number, using base 10.
If, for example, the value 6 is input to the Log10 function, the output result is 0.7781513. If the value 60 is input, the output result will be 1.778151; an input of 600 results in an output of 2.778151
A(10^B) uses 2 input values. The A value is multiplied by 10 to the power of the B value.
If, for example, the A value is 3, and the B value is 2, the output value will be 300: 3(10^2). If A is 3 and B is 9, the result will be 3,000,000,000.
A(10^B) uses two input values. The A value is multiplied by 10 to the power of the B value.
If, for example, the A value is 3, and the B value is 2, the output value will be 300: 3(10^2). If A is 3 and B is 9, the result will be 3,000,000,000.