This equation shows how the total amount of paper Eliana's office has recycled depends on the number of weeks since they started the new recycling plan.p = w + 18The variable w represents the number of weeks the office has been on the new recycling plan, and the variable p represents the total kilograms of p
Question
This equation shows how the total amount of paper Eliana's office has recycled depends on the number of weeks since they started the new recycling plan.p = w + 18The variable w represents the number of weeks the office has been on the new recycling plan, and the variable p represents the total kilograms of p
Solution
It seems like you've accidentally cut off the end of your question. However, based on what you've provided, this equation is a linear equation where 'p' is the dependent variable (total kilograms of paper recycled) and 'w' is the independent variable (number of weeks since the new recycling plan started).
The equation is p = w + 18. This means that the total amount of paper recycled (p) is equal to the number of weeks (w) plus 18.
The '18' in the equation could represent the initial amount of paper that was recycled before the new plan started, or it could be the amount of paper that is recycled every week regardless of the new plan. Without more information, it's hard to say exactly what the '18' represents.
To use this equation, you would substitute the number of weeks into the equation for 'w' and solve for 'p' to find out how much paper has been recycled after that many weeks. For example, if 5 weeks have passed since the new recycling plan started, you would calculate p = 5 + 18 to find out the total amount of paper recycled.
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