A commercial freight carrier is flying at a constant speed of 400 mi/h

and is traveling 4 miles east for every 3 miles north. A private plane is

observed to be 210 miles east of the commercial carrier, traveling 12

miles north for every 5 miles west.

a. If it is known that the two planes are on a collision course, how fast

is the private plane flying?

b. When will the collision take place if it is not averted?

and is traveling 4 miles east for every 3 miles north. A private plane is

observed to be 210 miles east of the commercial carrier, traveling 12

miles north for every 5 miles west.

a. If it is known that the two planes are on a collision course, how fast

is the private plane flying?

b. When will the collision take place if it is not averted?

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