### A single tree can produce **{{ numberOfPapers().toFixed(2) }}** {{ paper_size }}-sized papers

### You would need to use **{{ numberOfTrees().toFixed(2) }}** trees to produce {{ page_count * quantity }} pages.

## Methodology

#### Facts and formulas used

- 1 tree produces 8,333.33 US letter 'copier' paper (based on [1]).
- To get how many paper of type X a tree can produce, we multiply 8,333.33 by (area of X / area of Letter).
- To get how many trees amount of paper X consumes, we compute X divided by the number of papers produced by one tree (previous item).

## References

[1] `http://conservatree.org/learn/EnviroIssues/TreeStats.shtml`