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You and a friend live on opposite ends of a long, straight street and agree to...

You and a friend live on opposite ends of a long, straight street and agree to meet somewhere on the street between your homes. You leave promptly at 1pm, traveling at 1.8 m/s toward your friend’s house. Your friend, late as always, doesn’t leave until 1:10, and travels toward your house at 2.1 m/s.   If you meet at a point 630 m from your friend’s house, what’s the distance between your house and your friend’s house?

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