>> >> >> >> >> >> for i from 1 by 1 to 5 do print(i); end do; for i from 2 by 2 to 6 do Sum(j^i, j=1..n)=expand(sum(j^i, j=1..n)); end do; s:=0: seznam:=[1,2,3,4,5]: for n in seznam do if irem(n,2)=0 then s:=s+n^2 fi od: s; x:=256; while x>1 do x:=x/4 end do; a:=20: b:=12: while b<>0 do d:=irem(a,b); a:=b; b:=d; end do; >> >> >> >> >> lprint(`celociselny NSD je`,a); `celociselny NSD je`, 4 euclid:=proc(m::posint,n::posint) local a,b,r: a:=m: b:=n: r:=irem(a,b): while r<>0 do a:=b: b:=r: r:=irem(a,b): od: b: end: euclid(20,12); for i from 3 by 2 do if isprime(2^i-1) then print(2^i-1,`je prvocislo`) else break end if end do; max3:=proc(a,b,c) print(`nalezeni maxima z cisel`, a,b,c); if a> >> >> >> >> >> >> end: max3(3,2,1); save(max3, "max3.txt"); restart; read "max3.txt"; max3(1,2,3); maxN:=proc() local result, i; if not (type([args], list(numeric))) then return('procname(args)'); elif nargs>0 then result:=args[1]; for i from 2 to nargs do if args[i]>result then result:= args[i] fi od; result; fi; end: maxN(9,2,3,4,5.0); %typeset_mode True fo r i in range (1 ,6) : print i 1 2 3 4 5 var ( 'j , n') (j, n) fo r i in range (2 ,7 ,2) : sum( j ^i , j ,1 , n) 1 3 n3 + 1 2 n2 + 1 6 n 1 5 n5 + 1 2 n4 + 1 3 n3 − 1 30 n 1 7 n7 + 1 2 n6 + 1 2 n5 − 1 6 n3 + 1 42 n s =0;seznam =[1 ,2 ,3 ,4 ,5]; fo r n in seznam : i f n%2 ==0: s=s+n^2 s 20 x=256 while x>1: x=x/4 print (x) 64 16 4 1 a=20; b=12; while b<>0: d=a%b a=b b=d print ” c e l o c i s e l n y NSD je ” , a celociselny NSD je 4 def euclid (a , b) : 1 while b<>0: r=a%b a=b b=r print a euclid (20 ,12) 4 fo r i in range (3 ,100 ,2) : i f (2^ i -1) . is_prime () : print 2^ i -1 , ” je p r v o c i s l o ” e l s e : print 2^ i -1 , ”nen í čprvo í s l o ” break 7 je prvocislo 31 je prvocislo 127 je prvocislo 511 není prvočíslo def max3(a , b , c ) : print ” Nalezeni maxima z c i s e l ” , a , b , c i f a0: v=args [ 0 ] for i in xrange ( len ( args ) ) : i f args [ i ]>v : v=args [ i ] print (v) e l s e : print ”Nulovy pocet prvku” maxN(9 ,2 ,3 ,4 ,5.0) 9 2