I will use the quadratic equation here. Try discriminant. b^2 -4ac 1^2 - 4(-3)(5) = 61 is > 1, so two real roots X = -1 +/- sqrt[1^2 - 4(-3)(5)]/2(1) -1 +/- sqrt(61)/2
It is: 1/3 +4/9 +11/12 = 61/36
(1 and 1/2) + (1 and 1/3) + (2 and 1/4) = 3/2 + 4/3 + 9/4 = 18/12 + 16/12 + 27/12 = 61/12 = 5 and 1/12
It is 77
3+1+3+3+3+4+3+4+1+1+1+1+1+1+5+6 =41 Every operation is addition so all the adding can happen in one step.
73/4 + 61/6 = 167/12 or 1311/12
24 plus 61 plus 3 equals 88
-4
It is 123.99
3 plus 1 plus 4 equals 8
4+3+1=8
6+2/4*3/3-7+6+5/3-1*1 6+1/2*1-7+6+5/3-1 6+1/2-7+6+5/3-1 =37/6 or 61/6