Question

What are the like terms in the expression 3.6p - q 4 r/3?

1) 3.6p and q
2) q and 4
3) 4 and r/3
4) 3.6p and r/3

Answer 1

In the expression provided, there are no like terms because each term has a different variable; 3.6p has the variable p, -q has the variable q, and the term (4r/3) has the variable r.

Step-by-step explanation:

The question involves identifying the like terms in the expression 3.6p - q + \(\frac{4r}{3}\), with typos ignored. Like terms are terms that have the exact same variable factors raised to the same power. In this expression, there are no like terms because each term has a different variable or set of variables. The term 3.6p has the variable p, the term -q has the variable q, and the term \(\frac{4r}{3}\) has the variable r. Since p, q, and r are different variables, none of the terms are like terms.