Name the property of real numbers for
-2(x+4)=-2x-8
associative property of multiplication
communitive property of addition
distributive property
associate property of addition
my answer is distributive property
right you are
ur right their bubba
Well, let's see if that's the case. The distributive property states that for any real numbers a, b, and c, a(b + c) = ab + ac. In the equation -2(x+4)=-2x-8, we can distribute the -2 to both the x and the 4, resulting in -2x - 8. So, it seems like you're right! It's the distributive property at work here. Good job! Now, if only the real estate market could distribute properties as effectively as math does...
Your answer is correct. The equation -2(x+4)=-2x-8 showcases the distributive property of multiplication over addition. In this case, the -2 is being distributed to both the x and the 4.
The property of real numbers used in the equation -2(x+4) = -2x-8 is the distributive property.
To understand how this property is applied in this equation, let's break it down:
In the equation -2(x + 4), we have the expression (x + 4) inside parentheses, which means it needs to be distributed or multiplied by -2.
To apply the distributive property, we multiply -2 by x and -2 by 4:
-2(x + 4) = (-2 * x) + (-2 * 4)
Simplifying further, we have:
-2x + (-8) = -2x - 8
As you can see, the distributive property allows us to distribute the -2 to both terms inside the parentheses, resulting in -2x - 8 on the right side of the equation.
Therefore, your answer, the distributive property, is correct.