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On Saturday morning John walked for 2 hours and then ran for 30 minutes. Is he ran twice as fast
as he walked and he covered 12 miles altogether, how fast did he walk
Solution
Let w = John's speed walking
r = John's speed running
Since distance = speed * time, then:
2w + (0.5)r = 12
r = 2w
Substituting 2w for r, we get
2w + (0.5)(2w)=12
3w = 12
w=4
r = 2(4)
r = 8
Therefore, John walks at 4mph and runs at 8mph

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On Saturday morning John walked for 2 hours and then ran for 30 minu.pdf

  • 1. On Saturday morning John walked for 2 hours and then ran for 30 minutes. Is he ran twice as fast as he walked and he covered 12 miles altogether, how fast did he walk Solution Let w = John's speed walking r = John's speed running Since distance = speed * time, then: 2w + (0.5)r = 12 r = 2w Substituting 2w for r, we get 2w + (0.5)(2w)=12 3w = 12 w=4 r = 2(4) r = 8 Therefore, John walks at 4mph and runs at 8mph