We want to rewrite the given expression using the Distributive Property.
4x+8
To use the Distributive Property in reverse, we have to find the greatest common factor (GCF) between the terms.
4x&= 2* 2* x 8&= 2* 2* 2
In this case, the GCF is 2* 2, or 4. We can write each term in the expression as a multiple of 4 and then factor the GCF out. Let's do it!
We are asked to rewrite the given expression using the Distributive Property. Let's start by rewriting the subtraction as adding the additive inverse.
- 45-5x ↓ - 45+(- 5x)
Now we can find the GCF of - 45 and - 5x.
- 45&= - 5* 9 - 5x&= - 5* x
In this case, the GCF is - 5. Let's write each term in the expression as a multiple of - 5 and then factor the GCF out.
Let's consider the given expression.
7x-21
We want to rewrite the expression using the Distributive Property. We can start by finding the GCF of 7x and 21.
7x&= 7* x 21&= 7* 3
Since the GCF is 7, we can write each term in the expression as a multiple of 7 and then factor the GCF out. Let's do it!
