Question

COMPARING DISTANCES In Exercises 28 and 29, consider the flight paths described. Explain how to use the Hinge Theorem to determine who is farther from the airport. 28. Your flight: 100 miles due west, then 50 miles N $20^\circ$ W Friend's flight: 100 miles due north, then 50 miles N $30^\circ$ E 29. Your flight: 210 miles due south, then 80 miles S $70^\circ$ W Friend's flight: 80 miles due north, then 210 miles N $50^\circ$ E

Name: comparing distances in exercises 28 and 29 consider the flight paths described explain how to use the hinge theorem to determine who is farther from the airport 28 your flight 100 miles due 71916
Uploaded: 2020-04-27T21:33:03-08:00
Duration: 4 min 37 s
Channel: Eshana Kolli
Description: comparing distances in exercises 28 and 29 consider the flight paths described explain how to use the hinge theorem to determine who is farther from the airport 28 your flight 100 miles due 71916

          COMPARING DISTANCES In Exercises 28 and 29, consider the flight paths described. Explain how to use the Hinge Theorem to determine who is farther from the airport.

28. Your flight: 100 miles due west, then 50 miles N $20^\circ$ W
Friend's flight: 100 miles due north, then 50 miles N $30^\circ$ E

29. Your flight: 210 miles due south, then 80 miles S $70^\circ$ W
Friend's flight: 80 miles due north, then 210 miles N $50^\circ$ E

comparing distances in exercises 28 and 29 consider the flight paths described explain how to use the hinge theorem to determine who is farther from the airport 28 your flight 100 miles due 71916

Added by Marta W.

Calculus: Early Transcendentals

James Stewart 8th Edition

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Solved by Expert Eshana Kolli

04/27/2020

Step 1

The Hinge Theorem (also known as the SAS Inequality Theorem) states that if two sides of one triangle are congruent to two sides of another triangle, and the included angle of the first triangle is larger than the included angle of the second triangle, then the Show more…

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COMPARING DISTANCES In Exercises 28 and 29, consider the flight paths described. Explain how to use the Hinge Theorem to determine who is farther from the airport. 28. Your flight: 100 miles due west, then 50 miles N $20^\circ$ W Friend's flight: 100 miles due north, then 50 miles N $30^\circ$ E 29. Your flight: 210 miles due south, then 80 miles S $70^\circ$ W Friend's flight: 80 miles due north, then 210 miles N $50^\circ$ E