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Mr. X drove his car 20 miles to airport and then flew 400 mile at a speed 4 times faster than he drove. The entire trip took 3 hrs. What was his average flying speed in miles/ hour? 112 120 160 200 220 Please explain your answer. thanks
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Mr. X drove his car 20 miles to airport and then flew 400 mile at a speed 4 times faster than he drove. The entire trip took 3 hrs. What was his average flying speed in miles/ hour? 112 120 160 200 220 Please explain your answer. thanks
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Let S = speed that he drives (4s = speed that he flew) Time spent driving = 20/S Time spent flying = 400/4S = 100/S
Total time = 120/S = 3 hrs S = 40 flying spped = 4s=160 answer c
Mr. X drove his car 20 miles to airport and then flew 400 mile at a speed 4 times faster than he drove. The entire trip took 3 hrs. What was his average flying speed in miles/ hour? Suppose driving speed is x miles per hour. Then flying speed is 4x miles per hour. Time taken for driving = 20/x Time take for flying = 400/4x
Total time = 20/x + 100/x = 3 => 120/x = 3 => x = 40
Speed formula is Speed=distance/time or time=distance/Speed
Assume x is the speed of car, and so 4x becomes speed of flight
Comparing times..
x/20+4x/400=3
x=50
Speed of flight = 4x = 200
edit: My bad... yes C it is. I used the formula wrong.
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Now I really dont get it. You said time=distance/Speed and then you go and write x/20 when it's supposed to be 20(distance) /x (speed). Am I missing something?
Speed formula is Speed=distance/time or time=distance/Speed
Assume x is the speed of car, and so 4x becomes speed of flight
Comparing times..
x/20+4x/400=3
x=50
Speed of flight = 4x = 200
edit: My bad... yes C it is. I used the formula wrong.
Now I really dont get it. You said time=distance/Speed and then you go and write x/20 when it's supposed to be 20(distance) /x (speed). Am I missing something?
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that's why I said in the edit that I used the formula wrong. It's supposed to be 20/x+400/4x=3 which would lead to C. I should probably stop doing math while in commute
Archived Topic
Hi there,
This topic has been closed and archived due to inactivity or violation of community quality standards. No more replies are possible here.
Still interested in this question? Check out the "Best Topics" block above for a better discussion on this exact question, as well as several more related questions.