Complete the equation so that it has infinite solutions.(1 point)

Question

4x+10=____x+_____

Answer 1

To make the equation $\text{Missing open brace for subscript}$ have infinite solutions, you need to ensure that both sides of the equation are equivalent.

One way to do this is to manipulate the left side of the equation to match a form on the right side. For example, you can express it like this:

Let’s set right-hand side parameters as follows:

1. Coefficient of $x$ on right side: Match it to the left-hand side.
2. Constant term: Ensure that the equation holds true across both sides.

Set it up like this:

If you choose $\text{Missing open brace for subscript}$ and $\text{Missing open brace for subscript}$, you will have:

$$4x+10=4x+10$$

This makes it an identity and gives you infinite solutions because the equation is always true, regardless of the value of $x$.

Thus, the completed equation is:

$$4x+10=4x+10$$