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The height of a rare large species of tree is uniformly distributed between 42 and 89 metres. Assume that heights are independent from tree to

The height of a rare large species of tree is uniformly distributed between 42 and 89 metres. Assume that heights are independent from tree to tree.

A particular national forest contains 4 of these trees. Find the probability that the tree closest to the entrance of the national forest is more than 85 metres tall or the tree furthest from the entrance of the national forest is between 48 and 69 metres tall. The answer is rounded to four decimal places

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