###### Key Takeaways

- A single pine tree, approximately 1 foot (0.3 meters) in diameter and 60 feet (18.3 meters) tall, can produce about 80,500 sheets of paper.
- The wood from a pine tree becomes pulp with a yield of about 50 percent, due to the removal of knots, lignin and other unusable parts.
- These estimations come from rough calculations, including the weight of lumber and a standard ream of photocopier paper.

It is probably hard to get an exact number, but here is how I would start answer to this question: First, we have to define what a "tree" is. Is it a giant redwood tree or a little weeping willow? Most paper is made from **pine trees**, so I went out in the woods and looked at some pines.

Most are about 1 foot in diameter and 60 feet tall. Ignoring taper, that's about 81,430 cubic inches of wood:

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pi * radius^{2} * length = volume

###### 3.14 * 62 * (60 * 12) = 81,430

**3.14 * 6**^{2}** * (60 * 12) = 81,430**

I have a 2x4-foot piece of lumber in the backyard. It weighs about 10 pounds and contains 504 cubic inches of wood. That means a pine tree weighs roughly 1,610 pounds (81430/504 * 10).

I know that in manufacturing paper, the wood is turned into pulp. The yield is about 50 percent -- about half of the tree is knots, lignin and other stuff that is no good for paper. So that means a pine tree yields about 805 pounds of paper. I have a ream of paper for a photocopier here and it weighs about 5 pounds and contains 500 sheets (you often see paper described as "20-pound stock" or "24-pound stock" -- that is the weight of 500 sheets of 17" x 22" paper). So, using these measurements, a tree would produce (805/5 * 500) 80,500 sheets of paper.

These are all fairly rough estimations, and I weighed things on a bathroom scale, but you get the general idea. See the next page for learn more.

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