for i from 1 to 3 do i, i**2 end do; 1, 1 2, 4 3, 9 i; 4 for i from -3 to 0 do i; end do; -3 -2 -1 0 for i from 0 to 30 by 7 do; i; end do; 0 7 14 21 28 A :=[5,3,7,9,2,3]; A := [5, 3, 7, 9, 2, 3] for i from 1 to 6 do A[i]; end do; 5 3 7 9 2 3 for i from 1 to 6 do A[i]**2; end do; 25 9 49 81 4 9 B :=[1,2,3,4,5,6]; B := [1, 2, 3, 4, 5, 6] for i from 1 to 6 do A[i], B[i]; end do; 5, 1 3, 2 7, 3 9, 4 2, 5 3, 6 for i from 1 to 6 do for j from 1 to 6 do print(A[i], B[j]); end do; end do; 5, 1 5, 2 5, 3 5, 4 5, 5 5, 6 3, 1 3, 2 3, 3 3, 4 3, 5 3, 6 7, 1 7, 2 7, 3 7, 4 7, 5 7, 6 9, 1 9, 2 9, 3 9, 4 9, 5 9, 6 2, 1 2, 2 2, 3 2, 4 2, 5 2, 6 3, 1 3, 2 3, 3 3, 4 3, 5 3, 6 A; [5, 3, 7, 9, 2, 3] nops(A); 6 for i from 1 to nops(A) do print(A[i]) end do; 5 3 7 9 2 3 A; NygiIiYiIiQiIigiIioiIiNGJA== op(A); NigiIiYiIiQiIigiIioiIiNGJA== A :=[op(A), 7]; NykiIiYiIiQiIigiIioiIiNGJEYl A :=[2, 4, 2, 6, 7, 4, 3, 2, 4]; NysiIiMiIiVGIyIiJyIiKEYkIiIkRiNGJA== for i from 1 to nops(A) do A[i]; end do; IiIj IiIl IiIj IiIn IiIo IiIl IiIk IiIj IiIl total :=0: identity operator (for addition it's 0 ) for i from 1 to nops(A)-1 do have to subtract the last term to account for the one less term total := total +(A[i]+A[i+1])/2; end do: total; IiNK total :=1: its the identity operator (the number that doesn't change the value, for multiplication it's 1) for i from 1 to nops(A)do have to subtract the last term to account for the one less term total := total*A[i]; end do: total; IiY3WCc= for x in A do x; end do; IiIj IiIl IiIj IiIn IiIo IiIl IiIk IiIj IiIl Students :=['bob', 'mary', 'travis']; NyVJJGJvYkc2IkklbWFyeUdGJEkndHJhdmlzR0Yk for s in Students do print(s); end do; SSRib2JHNiI= SSVtYXJ5RzYi SSd0cmF2aXNHNiI= for s in [3,4,5] do print(s); end do; IiIk IiIl IiIm A;B; NysiIiMiIiVGIyIiJyIiKEYkIiIkRiNGJA== NygiIiIiIiMiIiQiIiUiIiYiIic= for x in A do for y in B do print(x,y, evalf(sqrt(x**2+y**2))); end do; end do; NiUiIiMiIiIkIit4ejFPQSEiKg== NiUiIiNGIyQiK0NyVUdHISIq NiUiIiMiIiQkIit2N2IwTyEiKg== NiUiIiMiIiUkIithZjhzVyEiKg== NiUiIiMiIiYkIisyWzsmUSYhIio= NiUiIiMiIickIis/YGJDaiEiKg== NiUiIiUiIiIkIitFYzVCVCEiKg== NiUiIiUiIiMkIithZjhzVyEiKg== NiUiIiUiIiQkIiImIiIh NiUiIiVGIyQiK1tVJm9sJiEiKg== NiUiIiUiIiYkIitQVTcuayEiKg== NiUiIiUiIickIitdRDU2cyEiKg== NiUiIiMiIiIkIit4ejFPQSEiKg== NiUiIiNGIyQiK0NyVUdHISIq NiUiIiMiIiQkIit2N2IwTyEiKg== NiUiIiMiIiUkIithZjhzVyEiKg== NiUiIiMiIiYkIisyWzsmUSYhIio= NiUiIiMiIickIis/YGJDaiEiKg== NiUiIiciIiIkIitJRHcjMychIio= NiUiIiciIiMkIis/YGJDaiEiKg== NiUiIiciIiQkIitKUj8zbiEiKg== NiUiIiciIiUkIitdRDU2cyEiKg== NiUiIiciIiYkIit3J1wtInkhIio= NiUiIidGIyQiK3M4RyZbKSEiKg== NiUiIigiIiIkIis1eTFycSEiKg== NiUiIigiIiMkIisqKSk0LEcoISIq NiUiIigiIiQkIisxSng6dyEiKg== NiUiIigiIiUkIitbeERpISkhIio= NiUiIigiIiYkIituX0stJykhIio= NiUiIigiIickIitkV2E+IyohIio= NiUiIiUiIiIkIitFYzVCVCEiKg== NiUiIiUiIiMkIithZjhzVyEiKg== NiUiIiUiIiQkIiImIiIh NiUiIiVGIyQiK1tVJm9sJiEiKg== NiUiIiUiIiYkIitQVTcuayEiKg== NiUiIiUiIickIitdRDU2cyEiKg== NiUiIiQiIiIkIitnd0ZpSiEiKg== NiUiIiQiIiMkIit2N2IwTyEiKg== NiUiIiRGIyQiKydvU0VDJSEiKg== NiUiIiQiIiUkIiImIiIh NiUiIiQiIiYkIismKj0mNCRlISIq NiUiIiQiIickIitKUj8zbiEiKg== NiUiIiMiIiIkIit4ejFPQSEiKg== NiUiIiNGIyQiK0NyVUdHISIq NiUiIiMiIiQkIit2N2IwTyEiKg== NiUiIiMiIiUkIithZjhzVyEiKg== NiUiIiMiIiYkIisyWzsmUSYhIio= NiUiIiMiIickIis/YGJDaiEiKg== NiUiIiUiIiIkIitFYzVCVCEiKg== NiUiIiUiIiMkIithZjhzVyEiKg== NiUiIiUiIiQkIiImIiIh NiUiIiVGIyQiK1tVJm9sJiEiKg== NiUiIiUiIiYkIitQVTcuayEiKg== NiUiIiUiIickIitdRDU2cyEiKg==