Difference: FloatingPointUnit (41 vs. 42)

Revision 422022-12-03 - PeterSchmid

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fabs ( r1 -- r2 ) r2 is the absolute value of r1 fnegate ( r1 -- r2 ) r2 is the negation of r1 fround ( r1 -- r2 ) round r1 to an integral value using the "round to nearest" rule, giving r2

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floor ( r1 -- r2 ) round r1 to an integral value using the "round toward negative infinity" rule, giving r2

10**>f ( n -- r ) raise 10 to the power n, giving product r flog>n ( r -- n ) n is the base-ten logarithm of r

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fasin ( r1 -- r2 ) r2 is the principal radian angle whose sine is r1 facos ( r1 -- r2 ) r2 is the principal radian angle whose cosine is r1 fatan ( r1 -- r2 ) r2 is the principal radian angle whose tangent is r1

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fsincos ( r1 -- r2 r3 ) r2 is the sine of the radian angle r1. r3 is the cosine of the radian angle r1 fatan2 ( r1 r2 -- r3 ) r3 is the principal radian angle (between -π and π) whose tangent is r1/r2

fsinh ( r1 -- r2 ) r2 is the hyperbolic sine of r1 fcosh ( r1 -- r2 ) r2 is the hyperbolic cosine of r1

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