Yes, the terms $$8xy and $$2yx are like terms.

Here's why:

1. Like terms are terms that have the same variables and powers. The order of the variables does not matter.

2. In the term $$8xy, the variables are x and y.

3. In the term $$2yx, the variables are y and x.

4. Since the variables are the same (x and y) in both terms, and the order of the variables does not matter, these are like terms.

Question

Yes, the terms $$8xy and $$2yx are like terms.

Here's why:

1. Like terms are terms that have the same variables and powers. The order of the variables does not matter.

2. In the term $$8xy, the variables are x and y.

3. In the term $$2yx, the variables are y and x.

4. Since the variables are the same (x and y) in both terms, and the order of the variables does not matter, these are like terms.

Knowee AI · Accepted Answer

Yes, the terms $$8xy and $$2yx are like terms.

Here's why:

1. Like terms are terms that have the same variables and powers. The order of the variables does not matter.

2. In the term $$8xy, the variables are x and y.

3. In the term $$2yx, the variables are y and x.

4. Since the variables are the same (x and y) in both terms, and the order of the variables does not matter, these are like terms.

Are the following like terms: $$8xy and $$2yx?