HP Prime: Operations with Large Numbers Eddie W. Shore Posting Freak Posts: 764 Threads: 118 Joined: Aug 2007 10-19-2013, 12:24 AM ```Large Factorial (Version 2) - HP Prime EXPORT LFACT(N) BEGIN LOCAL K,S,A; FOR K FROM 2 TO N DO S:=S+LOG(K); END; RETURN { ALOG(FP(S)), IP(S) }; END; This is an approximation! Results: {mantissa, exponent}. To be interpreted like this: mantissa * 10^exponent Examples (compared with actual calculations with HP 50g): 55! LFACT: 1.2696403353 * 10^73 Actual: 1.26964033537 * 10^73 65! LFACT: 8.24765059247 * 10^90 Actual: 8.24765059208 * 10^90 75! LFACT: 2.48091408072 * 10^109 Actual: 2.48091408114 * 10^109 125! LFACT: 1.88267716466 * 10^209 Actual: 1.88267717689 * 10^209 245! LFACT: 3.44638099725 * 10^480 Actual: 3.44638108855 * 10^480 525! LFACT: 6.89080261728 * 10^1201 Actual: 6.89080262404 * 10^1201 875! LFACT: 1.31677044437 * 10^2196 Actual: 1.31677038751 * 10^2196 Large Powers - HP Prime EXPORT LPWR(X,Y) BEGIN LOCAL S; S:=Y*LOG(K); RETURN { ALOG(FP(S)), IP(S) }; END; This is an approximation! Results: {mantissa, exponent}. To be interpreted like this: mantissa * 10^exponent Examples (compared with actual calculations with HP 50g): 50^38 LPWR: 3.63797880819 * 10^64 Actual: 3.63797880709 * 10^64 102^68: LPWR: 3.84425050422 * 10^136 Actual: 3.84425050254 * 10^136 58^124: LPWR: 4.624568333 * 10^218 Actual: 4.62456834156 * 10^218 302^219: LPWR: 1.32288017481 * 10^543 Actual: 1.32288017363 * 10^543 ``` « Next Oldest | Next Newest »

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