I How do I calculate density given height and volume?

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To calculate the density of the Hyperion tree, which stands at 115.84 m tall and has a volume of 530 m^3, one needs the mass, which can be estimated using the density of similar trees. The tree is identified as a Giant Redwood, and its estimated aboveground dry mass is around 209 metric tonnes. Density can be approximated by looking up values for redwoods, which range around 28 lbs/ft^3. For accurate calculations, one can also check lumber stores for specific weights of redwood planks. Overall, height and volume alone are insufficient for determining mass without density data.
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I’m trying to calculate how many Joules are stored in the Hyperion tree, the worlds tallest (115.84 m). However, I cannot find the mass of said tree, and am trying to find it by multiplying density by the volume (530 m^3) because if p=m/V then p•V=m, but I cannot find the density of the tree, so how can I find density given height and volume, if it’s possible?
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One could also find whether it’s a hardwood or softwood and further estimate the density.

Lastly, if there’s any lumber store featuring this wood, you might find the weight of a given plank and compute the density from it.
 
jedishrfu said:
I found the tree is a redwood
But what kind of redwood? :oldbiggrin: The three species I know of are Sequoia sempervirens (Coast redwood), Sequoiadendron giganteum (Giant redwood), and Metasequoia glyptostroboides (Dawn redwood).

The Hyperion tree of this thread is almost certainly a Giant Redwood, a type of redwood found in the Sierra Nevada Range of California, especially in Sequoia National Park. The Coast Redwood is found mostly along the coast of Northern California. The Dawn Redwood, which was a new one to me, is found in China.

As a sidenote, I found it interesting that the "sequoia" part of their names is in honor of Sequoyah, a Cherokee who was responsible for the syllabary of that language.
 
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