Think about how much time it will take you to create your product. You have

Question

200 hours this summer to devote to creating your product. Write an
inequality that represents your 100 time constraint.
Solve your inequality and graph your solution on a number line.
Explain what your solution means in terms of the situation.

Answer 1

Let's represent the time it takes to create the product as "x" hours.

The inequality that represents the 100-time constraint is:
x ≤ 100

To solve this inequality, we need to consider values of x that are less than or equal to 100.

Graphing the solution on a number line, we represent the values from 0 to 100, including 100, with a closed circle at the point 100 on the number line.

The solution means that the time it takes to create the product must be less than or equal to 100 hours. Therefore, in terms of the situation, this inequality represents the constraint that the product creation should not take more than 100 hours out of the available 200 hours of summer time.