Examine the two equations you wrote for the previous question. Explain what information the symbol equation provides that the word equation does not.

As you haven't provided the two equations from the previous question, I'll use a general example to explain.

Let's say we have the following word equation: "The sum of two numbers is 15." The symbol equation could be: "x + y = 15."

The symbol equation provides specific, quantitative information that the word equation does not. It tells us exactly how the two numbers (represented by x and y) relate to each other. We know that they add up to 15, but the symbol equation gives us a clear, concise way to represent this relationship.

The symbol equation also allows us to solve for the unknowns (x and y in this case) using mathematical operations. This would be much more difficult, if not impossible, with just the word equation.

In summary, while the word equation gives us a general understanding of the relationship between the numbers, the symbol equation provides a precise, mathematical representation of this relationship that allows us to perform calculations and solve for unknowns.