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Two bicyclists, starting at the same place, are riding towards the same campground by two different routes.

Two bicyclists, starting at the same place, are riding towards the same campground by two different routes. One cyclist rides 1080m due east and then turns due north and travels and travels another1430m before reaching the campground. The second cyclist starts out by heading due north for 1950m and then turns and heads directly toward the campground. At the turning point how far is the second cyclist from the campground? What direction must the second cyclist head during the last part of the trip?

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