Simplify.
−6(14x−23x+56x)
To simplify the expression −6(14x−23x+56x), we can distribute the -6 to all the terms inside the parentheses.
-6(14x) = -84x
-6(-23x) = 138x
-6(56x) = -336x
Therefore, the simplified expression is -84x + 138x - 336x.
Combining like terms, we get -84x + 138x - 336x = -282x - 336x = -618x.
So, the simplified expression is -618x.
To simplify the expression −6(14x−23x+56x), we can start by combining like terms within the parentheses: 14x - 23x + 56x.
Adding the coefficients of like terms, we get -9x + 56x.
Simplifying this further, we have 47x.
Finally, we multiply the result by -6: -6 * 47x.
The simplified expression is: -282x.
So, −6(14x−23x+56x) simplifies to -282x.
To simplify the given expression, we'll apply the distributive property and combine like terms.
Step 1: Distribute the -6 to each term inside the parentheses.
-6 * 14x = -84x
-6 * -23x = 138x
-6 * 56x = -336x
Step 2: Combine the like terms.
Combining the x terms, we have:
-84x + 138x - 336x = -282x - 336x = -618x
Therefore, the simplified expression is -618x.