insert parentheses to make each statement true:
3x9+18+36/9=33
No way i do this do i get 33. One way I get 31.5 the other way I get 9.
I don't think this is a good equation to =33.
(3x9)+(18+36)/9=33
(3×9)+(18+36)÷9
27+(54÷9)
27+6
33
Hope it helps :)
3+5×2=10=6
To make the equation 3x9+18+36/9=33 true, you need to insert parentheses in the correct places:
Option 1: 3x(9+18+36)/9 = 33
Option 2: (3x9)+(18+36)/9 = 33
Now, let's solve this equation using both options to see how we get the answer of 33:
Option 1: 3x(9+18+36)/9 = 33
First, perform the addition inside the parentheses: 3x(63)/9 = 33
Next, perform the multiplication: 189/9 = 33
Finally, perform the division: 21 = 33
Since the equation becomes false, this option does not yield the answer of 33.
Now let's try option 2:
Option 2: (3x9)+(18+36)/9 = 33
First, perform the multiplication: 27 + (18+36)/9 = 33
Next, perform the addition inside the parentheses: 27 + 54/9 = 33
Then, perform the division: 27 + 6 = 33
Finally, perform the addition: 33 = 33
In this case, the equation becomes true and equals 33.
Therefore, option 2 is the correct way to insert parentheses to make the statement true: (3x9)+(18+36)/9 = 33.