![Self] If you blended all 7.88 billion people on Earth into a fine goo (density of a human = 985 kg/m3, average human body mass = 62 kg), you would end up Self] If you blended all 7.88 billion people on Earth into a fine goo (density of a human = 985 kg/m3, average human body mass = 62 kg), you would end up](https://preview.redd.it/elycytqlc8g71.jpg?auto=webp&s=28ed0ca5d631dd94658cac9246453e9f6c70c1db)
Self] If you blended all 7.88 billion people on Earth into a fine goo (density of a human = 985 kg/m3, average human body mass = 62 kg), you would end up
![I've been staring at this question for quite a while now and i just cannot figure out how to do it. i know that it involves archimedes principle but i don't understand I've been staring at this question for quite a while now and i just cannot figure out how to do it. i know that it involves archimedes principle but i don't understand](https://preview.redd.it/4vvvhiutm1ax.png?width=640&crop=smart&auto=webp&s=b548a079a8381761b4f4640a2a37cf48b4ebf268)
I've been staring at this question for quite a while now and i just cannot figure out how to do it. i know that it involves archimedes principle but i don't understand
![PDF] Human body density and fat of an adult male population as measured by water displacement. | Semantic Scholar PDF] Human body density and fat of an adult male population as measured by water displacement. | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/806645801220fdfc6ab8be57d71fbdd8b630edd5/15-Table2-1.png)
PDF] Human body density and fat of an adult male population as measured by water displacement. | Semantic Scholar
![SOLVED: The density of a human body can be calculated from its weight in air, Wair, and its weight while submerged in water, Ww. The density of a human body is proportional SOLVED: The density of a human body can be calculated from its weight in air, Wair, and its weight while submerged in water, Ww. The density of a human body is proportional](https://cdn.numerade.com/ask_images/d4e0004d72fe4a97963a1e9af243f15f.jpg)