8 more than the product of 2 and 3 does not represent the statement
( 8 + 2) x 3 is that true
No... the brackets are in the wrong place...
You try fixing it, and we will check your answer : )
It is TRUE that the statement is not written correctly.
Do you have to fix the brackets to make it correct?
It said . Which numerical expression does not represent the statement below?
8 more than the product of 2 and 3
8 +2 x3
(8 + 2) x 3
2 x 3 +8
( 2x3) + 8
So I chose the 2 one for the answer is that right
You are correct : )
it a yess
To determine if the statement "8 more than the product of 2 and 3" is represented by the expression "(8 + 2) x 3", we need to compare the two expressions.
The statement "8 more than the product of 2 and 3" can be written as (2 x 3) + 8, which means multiplying 2 and 3 and then adding 8.
Expanding the expression (8 + 2) x 3, we get 10 x 3, which means multiplying 10 and 3.
Comparing the two expressions:
- (2 x 3) + 8 is equal to 6 + 8, which gives us 14.
- (8 + 2) x 3 is equal to 10 x 3, which gives us 30.
Since 14 is not equal to 30, the statement "8 more than the product of 2 and 3" is not represented by the expression (8 + 2) x 3. Therefore, the statement is true.