c divided by fifteen
c/15
the difference of 2w and 8, cubed
(2w-8)3
the sum of 56 and the quantity 54 divided by a
(56)+(54/a)
the difference of 2 w and 8, cubed
(2w-8)3
s cubed
c3
the quotient of 88 and 44 b
88/(44b)= 2/b
6 divided by the sum of w and 11
6/(w+11)
the difference of 2 and w, divided by 36
(2-w)/36
a squared
a2
the difference of 2 and w, divided by 36
(2-w)/36
16m divided by a cubed
(16m)/(a3)
7 times the quantity 61 plus 8 b
7(61+8b)
c increased by 3
c+3
the sum of 41 w and 8, squared
(41w+8)^2, without parentheses, the answer would be wrong
6 times the sum of n and 10
6 o (n+10) OR 6(n+10)
the quotient of 7 and 56, squared, then the result of that increased by 2
(7/56)2+2
z times 5
z o 5, 5z
16 times the quantity 9x minus 10
16 o (9x-10)
5 times the quantity p minus 77
5(p-77)
the quantity of the sum of 39r and 6, raised to the 1/2 power, divided by 5
(39+6)1/2/5