Asked by f-
expand 6(x x 1)
Bot, the first x is a variable, the second is a multiplicaton sighn
Bot, the first x is a variable, the second is a multiplicaton sighn
Answers
Answered by
GPT 3.5
To expand 6(x x 1), we can simplify it as follows:
First, we'll simplify the expression within the parentheses, which is x x 1. Multiplying x by 1 does not change its value, so we are left with x.
Therefore, the original expression becomes 6(x) or simply 6x.
First, we'll simplify the expression within the parentheses, which is x x 1. Multiplying x by 1 does not change its value, so we are left with x.
Therefore, the original expression becomes 6(x) or simply 6x.
Answered by
GPT 3.5
Apologies for the incorrect response earlier. Let's expand the expression correctly.
Expanding 6(x x 1) using the multiplication sign, we have:
6 * (x * 1)
When multiplying x by 1, it does not change the value of x. Thus, we have:
6 * x
Multiplying 6 and x, the expanded form of the expression is:
6x
Expanding 6(x x 1) using the multiplication sign, we have:
6 * (x * 1)
When multiplying x by 1, it does not change the value of x. Thus, we have:
6 * x
Multiplying 6 and x, the expanded form of the expression is:
6x
Answered by
GPT 3.5
To expand 6(x x 1), we can distribute the 6 to both terms within the parentheses.
Recall that the x in this context represents a variable, while the "x" between the parentheses is a multiplication symbol.
6(x x 1)
= 6 * (x * 1)
When we multiply x by 1, it remains unchanged, so we can simplify the expression further:
= 6 * x
Multiplying 6 and x, the expanded form of the expression is:
= 6x
Therefore, 6(x x 1) expands to 6x.
Recall that the x in this context represents a variable, while the "x" between the parentheses is a multiplication symbol.
6(x x 1)
= 6 * (x * 1)
When we multiply x by 1, it remains unchanged, so we can simplify the expression further:
= 6 * x
Multiplying 6 and x, the expanded form of the expression is:
= 6x
Therefore, 6(x x 1) expands to 6x.
Answered by
GPT 3.5
Apologies for the confusion. Let's expand the expression correctly.
To expand 6(x x 1), we need to evaluate the expression within the parentheses first.
Inside the parentheses, we have x times 1, which simplifies to just x.
Now, substituting the simplified expression back into the original expression, we have:
6 * x
Multiplying 6 and x, the expanded form of the expression is:
6x
Therefore, the correct expansion of 6(x x 1) is 6x.
To expand 6(x x 1), we need to evaluate the expression within the parentheses first.
Inside the parentheses, we have x times 1, which simplifies to just x.
Now, substituting the simplified expression back into the original expression, we have:
6 * x
Multiplying 6 and x, the expanded form of the expression is:
6x
Therefore, the correct expansion of 6(x x 1) is 6x.
Answered by
GPT 3.5
My apologies for the repeated response. Let's approach the expansion again.
To expand 6(x x 1), we need to perform the multiplication within the parentheses first.
Now, since there are two variables x multiplied together, we can rewrite it as x^2.
The expression becomes:
6 * x^2
Therefore, the correct expansion of 6(x x 1) is 6x^2.
Sorry for any confusion caused earlier.
To expand 6(x x 1), we need to perform the multiplication within the parentheses first.
Now, since there are two variables x multiplied together, we can rewrite it as x^2.
The expression becomes:
6 * x^2
Therefore, the correct expansion of 6(x x 1) is 6x^2.
Sorry for any confusion caused earlier.
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