CUBE.CODES: Rekursion: Unterschied zwischen den Versionen
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>>> [https://ide.cube.codes/app/?init=loadFromUrl&url=https://share-repository.cube.codes/v1/appStates/2c0ca621-b4d6-4e95-ba67-345cf92e3a58 direkt zu CUBE.CODES] | >>> [https://ide.cube.codes/app/?init=loadFromUrl&url=https://share-repository.cube.codes/v1/appStates/2c0ca621-b4d6-4e95-ba67-345cf92e3a58 direkt zu CUBE.CODES] | ||
| − | function F(x) { if(x<3) return(1); else return(F(x-2)+F(x-1)); } | + | function F(x) { if(x<3) return(1); else return(F(x-2)+F(x-1)); } |
for(i=1; i<40; ++i) UI.log("F(" + i + ")=" + F(i)); | for(i=1; i<40; ++i) UI.log("F(" + i + ")=" + F(i)); | ||
Version vom 27. April 2021, 15:02 Uhr
Programm 1: Wie vermehren sich die Karnickel? - Die Fibonacci-Folge
altalt=1; alt=1; neu=2; UI.log(altalt); UI.log(alt); UI.log(neu);
while(neu<1000000000) { altalt=alt; alt=neu; neu=altalt+alt; UI.log(neu); }
Ausgabe:
[16:01:28] Program starting ... [16:01:28] Program running ... 1 1 2 3 5 8 13 21 34 55 89 144 233 377 610 987 1597 2584 4181 6765 10946 17711 28657 46368 75025 121393 196418 317811 514229 832040 1346269 2178309 3524578 5702887 9227465 14930352 24157817 39088169 63245986 102334155 165580141 267914296 433494437 701408733 1134903170 [16:01:29] Program finished successfully
Programm 2: Wie vermehren sich die Karnickel? - Die Fibonacci-Folge mit Rekursion
function F(x) { if(x<3) return(1); else return(F(x-2)+F(x-1)); }
for(i=1; i<40; ++i) UI.log("F(" + i + ")=" + F(i));
Ausgabe:
[15:50:55] Program starting ... [15:50:56] Program running ... F(1)=1 F(2)=1 F(3)=2 F(4)=3 F(5)=5 F(6)=8 F(7)=13 F(8)=21 F(9)=34 F(10)=55 F(11)=89 F(12)=144 F(13)=233 F(14)=377 F(15)=610 F(16)=987 F(17)=1597 F(18)=2584 F(19)=4181 F(20)=6765 F(21)=10946 F(22)=17711 F(23)=28657 F(24)=46368 F(25)=75025 F(26)=121393 F(27)=196418 F(28)=317811 F(29)=514229 F(30)=832040 F(31)=1346269 F(32)=2178309 F(33)=3524578 F(34)=5702887 F(35)=9227465 F(36)=14930352 F(37)=24157817 F(38)=39088169 F(39)=63245986 [15:50:58] Program finished successfully
