Question: Three straight streets intersect each other such that two of the angles of intersection are 22 and 112, and the shortest distances between any two

Three straight streets intersect each other such that two of the angles of intersection are 22° and 112°, and the shortest distances between any two intersections is 540 m. What is the longest distance between any two intersections?

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To solve this problem we can use the Law of Cosines Lets label the three streets as A B and C The in... View full answer

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