Use the distributive property to rewrite this expression, then simplify the new expression if possible; -4(z+3)
-4(z+3)
= -4z + (-4)*3
= -4z - 12
To use the distributive property, we multiply -4 by each term inside the parentheses:
-4(z + 3)
= -4 * z + (-4) * 3
= -4z + (-12)
= -4z - 12
The simplified expression after using the distributive property is -4z - 12.
To use the distributive property, we need to multiply -4 with each term inside the parentheses, which are z and 3.
First, we multiply -4 with z:
-4 * z = -4z
Next, we multiply -4 with 3:
-4 * 3 = -12
Now we can rewrite the expression using the distributive property:
-4(z + 3) = -4z - 12
To simplify the new expression, no further simplification is possible since -4z and -12 are already simplified terms. Therefore, the simplified expression using the distributive property is -4z - 12.