The key is in the wording: it asks for the
top 10 ethanol-producing countries. “Rest of World” is an aggregate of every other country, not itself a single country, so it doesn’t count in the “top 10 countries” list.
If you include “Rest of World” (4 017 M L) as though it were a country, you’d be violating the precise language of the question. Instead, you drop that bar and take the ten actual countries:
300 (Thailand), 350 (Germany), 376 (Spain), 390 (South Africa),
750 (Russia), 910 (France), 1,700 (India), 3 800 (China),
16,067 (Brazil), 16,214 (USA)
Ordering those gives the 5th and 6th values as 750 and 910, so the median is
\(\frac{750+910}{2}\) = 830
Komal324
Hey, but why did you not consider 4017? The question nowhere mentions Rest of the World to be not considered as a country. If we do I believe that would an assumption.
The top 10 for Ethanol must be:
1. USA - 16214
2. Brazil - 16067
3. Rest of the World-4017
4. China - 3800
5. India - 1700
6. France - 910
7. Russia - 750
8. SA - 390
9. Spain - 376
10. Germany - 350
Median= (1700+910)/2=1305.
Can someone tell the right answer to the question?
SatvikVedala
kanikaa9
The first statement is framed incorrectly, I feel the top 10 part should be removed for the answer to be 830. For top 10, median would be 1305.
Hi
kanikaa9The Top 10 for Ethanol includes
1. USA - 16214
2. Brazil - 16067
3. China - 3800
4. India - 1700
5. France - 910
6. Russia - 750
7. SA - 390
8. Spain - 376
9. Germany - 350
10. Thailand - 300
Median is calculated from 5th & 6th terms
And the median is (France + Russia)/2 = 830
Can you please elaborate your approach?
Thanks