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26 Aug 2020, 22:26
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At the rate of f feet per s seconds, how many feet does a pedestrian travel in m minutes?
A) sm/f
B) fm/s
C) 60f/ms
D) 60fm/s
E) 60fs/m
[spoiler=]
A very basic conversation question from Jeff Sackman's Math Bible. Good for building foundation
[/spoiler]
A) sm/f
B) fm/s
C) 60f/ms
D) 60fm/s
E) 60fs/m
[spoiler=]
A very basic conversation question from Jeff Sackman's Math Bible. Good for building foundation
[/spoiler]
27 Aug 2020, 06:32
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m minutes is 60m seconds, and since distance = speed*time, the distance traveled will be (f/s)(60m) = 60mf/s.
There are many other ways to get the answer here. Instead, one could notice we need to convert minutes to seconds, so a '60' will need to appear in the right answer. The more time a person travels, the further they will go, so m will need to be in the numerator of the right answer (not in the denominator). And the bigger f is, the faster the person is traveling, and the further the person will travel, so f must also be in the numerator. That only leaves one possible answer choice, 60mf/s.
There are many other ways to get the answer here. Instead, one could notice we need to convert minutes to seconds, so a '60' will need to appear in the right answer. The more time a person travels, the further they will go, so m will need to be in the numerator of the right answer (not in the denominator). And the bigger f is, the faster the person is traveling, and the further the person will travel, so f must also be in the numerator. That only leaves one possible answer choice, 60mf/s.
27 Aug 2020, 08:36
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Here the calculation simply asks us for distance traveled in feet. So the seconds need to cancel out completely.
We know that 1 minute has 60 seconds, therefore m minutes has 60m seconds.
We are given that in s seconds he travels f feet = \(\frac{f \space feet}{s \space seconds}\)
Therefore in m minutes = 60m * \(\frac{f \space feet}{s \space seconds}\) = 60fm/s
Option D
Arun Kumar
We know that 1 minute has 60 seconds, therefore m minutes has 60m seconds.
We are given that in s seconds he travels f feet = \(\frac{f \space feet}{s \space seconds}\)
Therefore in m minutes = 60m * \(\frac{f \space feet}{s \space seconds}\) = 60fm/s
Option D
Arun Kumar
