Problem A3: You have a boat with vertical sides as shown below. The boat has a weight of W0. When no one is in the boat it floats such that a length n1 of its side is below water, and a length n2 of its side is above water. There are many children that each have a weight of W0/12. How many of these children can be in the boat so that the boat just barely floats? If n3 children can get into the boat, then what is n3? Note that n3 is unitless.

n1 = n2 = Input n3:

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Problem: