Simplify.
−6(14x−23x+56x)
2x
34x
−212x
−x
-212x
To simplify the expression −6(14x−23x+56x), we can distribute the −6 to each term inside the parentheses.
So, −6(14x−23x+56x) becomes −6 * 14x + (−6) * (−23x) + (−6) * 56x.
Simplifying further, we get −84x + 138x − 336x.
Combining like terms, we have −84x + 138x − 336x = (−84 + 138 − 336)x.
Calculating the coefficients, we have −282x.
Therefore, the simplified expression is −282x.
To simplify the expression −6(14x−23x+56x), we need to simplify the terms inside the parentheses first.
Combining the terms inside the parentheses, we have:
14x − 23x + 56x = -9x + 56x
Next, we can distribute the -6 to each term inside the parentheses:
-6 * -9x + -6 * 56x
Multiplying each term by -6, we get:
54x - 336x
Finally, we can combine the like terms to simplify further:
54x - 336x = -282x
Therefore, the simplified expression is -282x.