3+3x3-3+3=

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17 Answers

a problem on order of operations:

3  +  3  x  3  -  3  +  3

3    +    9    -  3  +  3

             12  -  3  +  3   =   9  +  3   =   12

by Level 4 User (5.6k points)
Should be read as 3+(3x3)-(3+3)=6
by
the answer is 3

Basic maths..

(3+3)x(3-3)+3= 3

3+3= 6

3-3= 0

6x0= 0

0+3= 3!
by
No parenthesis or exponents so multiply and divide left to right first

3+3x3-3+3 = 3+9-3+3

Then add and subtract left to right

3+9-3+9 = 12
by
3+3x3-3+3=
by
~~3+3x3-3+3=

6 x3=18-3=15+3=18
by
3+(3x3)-3+3 = 3+9-3+3 = 12-3+3 = 9+3 = 12 PEMDAS. when there is a multiplication symbol, the parenthesis are assumed automatically. even IF you left them out, you would multiply FIRST, then add/subtract left to right like normal.
by
12   3x3=9   9+3-3+3=12
by
3+3*3-3+3=6

P there ae no parentheses

E there are no exponents

M 3+9-3+3

D there is no division

A do all of the addition (3+9)-(3+3) becomes 12-6

S do all subtraction 12-6= 6
by
3+3=6X3=18-3=15+3=18 The answer is 18
by
P - N/A

E - N/A

M - (3x3) = 9

D - N/A

A - 3+(9)+3 = 15

S - 15-3 = 12

Answer = 12

Any other solution is performing PEMDAS incorrectly.
by
(3+3)=6x3=18-(3+3)=6 so its 18-6=12
by

I have another question.

Why does everyone say that 3+3x3-3+3 equals to 12 or 18 when clearly, it's not the answer.

If you need to know what the answer is, you need to follow 'PEMDAS'.

----------------

PEMDAS:

  1. P=Parentheses
  2. E=Exponents
  3. M=Multiplication
  4. D=Division
  5. A=Addition
  6. S=Subtraction

----------------

  1. 3+3x3-3+3 (Multiplication starts first) 3x3=9
  2. 3+9-3+3 (Then add both addition sentences) 3+9=12 and 3+3=6
  3. 12-6 (Lastly, we subtract) 12-6=6 since 6x2=12

‚ÄčThat's how to find the answer to the equation: 3+3x3-3+3=6

by
reshown by
The correct answer is 6.

Parenthesis=none

Exponents=none

Multiplication= 3+(3x3)-3+3 = 3+(9)-3+3

Division =none

Addition= (3+9)-(3+3) = 12-6

Subtraction= 12-6=6........all day long!
by Level 1 User (140 points)
((3+(3x3))-3)+3=12
by
3+3X3+3  3+9+3=15
by

The answer is C.

by

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