Question

Expression? (u)/(v)+(5)/(v)=(?)/(v) Enter the correct answer.

Answer 1

The algebraic expression simplifies to (u + 5)/v. This is done by adding the numerators u and 5, as they share the same denominator v.

Step-by-step explanation:

The student's question is asking to simplify the algebraic expression u/v + 5/v by finding a common denominator and combining the terms. Since both terms already have the same denominator v, we can simply add the numerators together. The combined expression is (u + 5)/v.

To solve this expression:

1. Identify the knowns. We are given the terms u/v and 5/v.
2. Identify the unknown. In this case, the unknown is the simplified form of the expression.
3. Choose the appropriate equation. The equation is simply the addition of the two fractions with common denominators.
4. Plug the knowns into the equation. By adding the numerators u and 5, we get the equation u = (u + 5)/v.

Thus, the simplified expression is (u + 5)/v.