How to resolve the algorithm Totient function step by step in the Tiny BASIC programming language
Published on 12 May 2024 09:40 PM
How to resolve the algorithm Totient function step by step in the Tiny BASIC programming language
Table of Contents
Problem Statement
The totient function is also known as:
The totient function:
If the totient number (for N) is one less than N, then N is prime.
Create a totient function and: Show all output here.
Let's start with the solution:
Step by Step solution about How to resolve the algorithm Totient function step by step in the Tiny BASIC programming language
Source code in the tiny programming language
REM PRINT THE DATA FOR N=1 TO 25
LET N = 0
10 LET N = N + 1
IF N = 26 THEN GOTO 100
GOSUB 1000
IF T = N - 1 THEN LET P = 1
IF T <> N - 1 THEN LET P = 0
PRINT N," ", T," ",P
GOTO 10
100 REM COUNT PRIMES BELOW 10000
LET C = 0
LET N = 2
110 GOSUB 1000
IF T = N - 1 THEN LET C = C + 1
IF N = 100 THEN PRINT "There are ", C, " primes below 100."
IF N = 1000 THEN PRINT "There are ", C, " primes below 1000."
IF N = 10000 THEN PRINT "There are ", C, " primes below 10000."
LET N = N + 1
IF N < 10001 THEN GOTO 110
END
1000 REM TOTIENT FUNCTION OF INTEGER N
LET M = 1
LET T = 0
1010 IF M > N THEN RETURN
LET A = N
LET B = M REM NEED TO RENAME THESE SO THEY ARE PRESERVED
GOSUB 2000
IF G = 1 THEN LET T = T + 1
LET M = M + 1
GOTO 1010
2000 REM GCD OF INTEGERS A, B
2010 IF A>B THEN GOTO 2020
LET B = B - A
IF A=0 THEN LET G = B
IF A=0 THEN RETURN
2020 LET S = A
LET A = B
LET B = S
GOTO 2010
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