MEDAL!
@Nnesha
This is actually just simple division :) Speed in this scenario is measured by km/h "kilometers per hour" So if she initially drove 500 km over the course of 5 hours, then that means that her speed was 500/5=10 km/hr! Do the same thing for her return time! Also note that you will have to convert the 20 minutes to an hour and add to the 4.
Should I do: \[\large \frac{500}{4 \frac{1}{3}}\]
Yep!! Assuming that you are considering that a mixed fraction and not mistakenly solving with 4/3 :)
So it would be something like: \[\large \frac{ 1500 }{ 13 }\] and then i would further divide it?
Yep! :)
It would be around 115.4 km/h.
That's what I got :) And this makes sense because if she returned faster than she got there, then she would have to travel faster than before!
But the answer key says that it's A.
Probably a typo! They unit for speed is distance/time. On the way there, 500/5=100km/hr On the way back, 500/(13/3)=115.38hm/hr ~ 115.5
Maybe. Anyway, thank you!
You're welcome :)
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