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henilshaht
A plane can travel 200 miles on 50 gallons of jet fuel when it flies at 10,000 feet.It can travel 300 miles on 50 gallons of jet fuel when it flies at 20,000 feet. Which of the following is closest to the number of miles per gallon that the plane will average if it flies for 1,000 miles at 10,000 feet and 3,000 miles at 20,000 feet?

A. 3
B. 4
C. 5
D. 6
E. 7

I am slightly confused here. This is the approach I followed. But I got the answer wrong. Can someone help me here:

-> at 10000 feet, mileage is 4 miles/ gallon
-> at 20000 feet, mileage is 6 miles/ gallon

->now it is covering 1000 miles at 10000 feet and 3000 miles at 20000 feet

-> that means that 1/4 = 0.25 distance is covered at 10000 feet and 0.75 distance is covered at 20000 feet

so shouldn't it be :
0.25 * 4 + 0.75*6
=5.5

They are getting 5.33

Given: A plane can travel 200 miles on 50 gallons of jet fuel when it flies at 10,000 feet.It can travel 300 miles on 50 gallons of jet fuel when it flies at 20,000 feet.

Asked: Which of the following is closest to the number of miles per gallon that the plane will average if it flies for 1,000 miles at 10,000 feet and 3,000 miles at 20,000 feet?

At 1000 feet:
miles / gallon = 200/50 = 4 miles/gallon
miles travelled = 1000 miles
Fuel used = 250 gallons

At 20,000 feet:
miles/gallon = 300/50 = 6 miles/gallon
miles travelled = 3000 miles
Fuel used = 500 gallons

Average miles / gallon = Total miles travelled / Total fuel consumed = 4000/750 = 5 1/3 = 5.33 miles/gallon
which is closest to 5 miles/gallon

IMO C
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henilshaht
A plane can travel 200 miles on 50 gallons of jet fuel when it flies at 10,000 feet. It can travel 300 miles on 50 gallons of jet fuel when it flies at 20,000 feet. Which of the following is closest to the number of miles per gallon that the plane will average if it flies for 1,000 miles at 10,000 feet and 3,000 miles at 20,000 feet?
A. 3
B. 4
C. 5
D. 6
E. 7

At 10000 feet:
200 miles require 50 gallons
=> 1000 miles require 50/200 x 1000 = 250 gallons

At 20000 feet:
300 miles require 50 gallons
=> 3000 miles require 50/300 x 3000 = 500 gallons

Thus:
Total miles travelled = 4000 miles
Total fuel needed = 750 gallons
Efficiency (miles per gallon) = 4000/750 = 16/3 = 5.33 ~ 5

Answer C
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Hi. Why is it not possible to do

[(4*1000)+(6*3000)]/4000

This would be like a weighted average method. You know for 1000 miles its 4m/g, and 6m/g for 3000 miles, so you're finding the average. You get 5.5m/g so its not quite right but I want to figure out why.

Thanks
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rezalotif
Hi. Why is it not possible to do

[(4*1000)+(6*3000)]/4000

This would be like a weighted average method. You know for 1000 miles its 4m/g, and 6m/g for 3000 miles, so you're finding the average. You get 5.5m/g so its not quite right but I want to figure out why.

Thanks


I have the same query, why not weighted average. Bunuel could you please clarify.
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Pluck

rezalotif
Hi. Why is it not possible to do

[(4*1000)+(6*3000)]/4000

This would be like a weighted average method. You know for 1000 miles its 4m/g, and 6m/g for 3000 miles, so you're finding the average. You get 5.5m/g so its not quite right but I want to figure out why.

Thanks


I have the same query, why not weighted average. Bunuel could you please clarify.

We are averaging miles per gallon here. So that means the weights will be "gallons" of fuel used. We cannot "distance" as the weight. Just like when we average speed (miles per hour), the weights must be "time taken" i.e. hours,  not the distance. 

Check this blog post: https://anaprep.com/arithmetic-weights-in-weighted-average/

Hence simply average miles per gallon as Total Miles/Total Gallons = (1000 miles + 3000 miles) /(250 gallons + 500 gallons) = 5.3 miles/gallon

Answer (C)
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