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The product with the greatest Average Annual % Change (2006–2011) is the same as the product with the greatest total percentage increase over the entire period.: True
Over the entire six-year period, the percentage increase in exports by dollar value for the non-animal products listed (Rice, Wheat, Nuts, Corn, Coffee, Sugar) in the table exceeds that of the animal products listed (Eggs, Processed meats, Live animals, Dairy, Pork, Poultry, Beef).: True
If the dollar value of sugar exports remained constant for the five years after 2011, while all other products continued to grow at their respective average annual percentage rates (as given in the last column), the dollar value of exactly two products would surpass that of sugar exports by 2016.: False
The table shows the dollar value (in millions) of selected Brazilian exports by agricultural products over a six-year period from 2006 to 2011.
Product
2006
2007
2008
2009
2010
2011
Average Annual % Change (2006–2011)
Beef
3,890
4,354
5,081
3,890
4,564
5,077
5
Coffee
2,953
3,405
4,168
3,791
5,204
8,026
22
Corn
482
1,919
1,405
1,302
2,216
2,716
41
Dairy
139
274
510
148
132
98
-7
Eggs
30
53
95
86
115
110
30
Live animals
89
285
418
471
697
492
41
Nuts
247
294
289
304
3,307
345
7
Pork
1,022
1,209
1,448
1,204
1,321
1,416
7
Poultry
3,472
5,019
6,921
5,700
6,691
8,073
18
Processed meats
71
105
152
142
151
161
18
Rice
60
53
312
268
163
613
59
Sugar
6,167
5,101
5,483
8,378
12,762
14,942
22
Wheat
64
30
204
63
227
699
61
For each of the following statements, select True if the information in the table accurately supports the statement. Otherwise, select False.
True
False
The product with the greatest Average Annual % Change (2006–2011) is the same as the product with the greatest total percentage increase over the entire period.
Over the entire six-year period, the percentage increase in exports by dollar value for the non-animal products listed (Rice, Wheat, Nuts, Corn, Coffee, Sugar) in the table exceeds that of the animal products listed (Eggs, Processed meats, Live animals, Dairy, Pork, Poultry, Beef).
If the dollar value of sugar exports remained constant for the five years after 2011, while all other products continued to grow at their respective average annual percentage rates (as given in the last column), the dollar value of exactly two products would surpass that of sugar exports by 2016.
The product with the greatest Average Annual % Change (2006–2011) is the same as the product with the greatest total percentage increase over the entire period.: True
Over the entire six-year period, the percentage increase in exports by dollar value for the non-animal products listed (Rice, Wheat, Nuts, Corn, Coffee, Sugar) in the table exceeds that of the animal products listed (Eggs, Processed meats, Live animals, Dairy, Pork, Poultry, Beef).: True
If the dollar value of sugar exports remained constant for the five years after 2011, while all other products continued to grow at their respective average annual percentage rates (as given in the last column), the dollar value of exactly two products would surpass that of sugar exports by 2016.: False
The table shows the dollar value (in millions) of selected Brazilian exports by agricultural products over a six-year period from 2006 to 2011.
Product
2006
2007
2008
2009
2010
2011
Average Annual % Change (2006–2011)
Beef
3,890
4,354
5,081
3,890
4,564
5,077
5
Coffee
2,953
3,405
4,168
3,791
5,204
8,026
22
Corn
482
1,919
1,405
1,302
2,216
2,716
41
Dairy
139
274
510
148
132
98
-7
Eggs
30
53
95
86
115
110
30
Live animals
89
285
418
471
697
492
41
Nuts
247
294
289
304
3,307
345
7
Pork
1,022
1,209
1,448
1,204
1,321
1,416
7
Poultry
3,472
5,019
6,921
5,700
6,691
8,073
18
Processed meats
71
105
152
142
151
161
18
Rice
60
53
312
268
163
613
59
Sugar
6,167
5,101
5,483
8,378
12,762
14,942
22
Wheat
64
30
204
63
227
699
61
For each of the following statements, select True if the information in the table accurately supports the statement. Otherwise, select False.
True
False
The product with the greatest Average Annual % Change (2006–2011) is the same as the product with the greatest total percentage increase over the entire period.
Over the entire six-year period, the percentage increase in exports by dollar value for the non-animal products listed (Rice, Wheat, Nuts, Corn, Coffee, Sugar) in the table exceeds that of the animal products listed (Eggs, Processed meats, Live animals, Dairy, Pork, Poultry, Beef).
If the dollar value of sugar exports remained constant for the five years after 2011, while all other products continued to grow at their respective average annual percentage rates (as given in the last column), the dollar value of exactly two products would surpass that of sugar exports by 2016.
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Statement 1:
Sorting by Average Annual % Change (2006–2011), we see that the product with the greatest change is Wheat at 61%, with an overall increase from 64 to 699—more than a tenfold increase. The closest competitor is Rice, with an increase from 60 to 613; however, Wheat's increase is still greater. Therefore, this statement is True.
Statement 2:
Sorting by the 2006 data, we can ignore products from Eggs to Nuts because both their 2006 and 2011 figures are relatively low and are unlikely to significantly affect the final comparison. The remaining non-animal products (Corn, Coffee, Sugar) sum up to approximately 9,500 in 2006 and increase to 25,000 in 2011, constituting an increase of about 2.5 times. For the remaining animal products (Pork, Poultry, Beef), the 2006 total is approximately 7,400, increasing to 14,500 in 2011, which is less than a twofold increase. Therefore, this statement is True.
Statement 3:
Sugar in 2011 accounted for slightly less than 15,000. To determine which products could surpass this figure in 5 years, we focus on the largest exports in 2011 with the highest average annual growth rates. There are three potential contenders:
• Poultry: With 8,073 and an average annual growth rate of 18%, it would more than double in 5 years, surpassing 15,000 (Even without compounding, 18% annual growth over 5 years results in a 90% increase, which is sufficient to raise 8,000 to more than 15,000. With compounding, the growth would exceed 100%, meaning 8,000 would grow to over 16,000).
• Coffee: With 8,026 and an average annual growth rate of 22%, it would more than double in 5 years, surpassing 15,000.
• Corn: With 2,716 and an average annual growth rate of 41%, it would grow to \(2,716 * 1.41^5 > 15,000\).
Thus, three products—not two—would surpass sugar exports by 2016. Therefore, this statement is False.
Correct answer:
The product with the greatest Average Annual % Change (2006–2011) is the same as the product with the greatest total percentage increase over the entire period. "True"
Over the entire six-year period, the percentage increase in exports by dollar value for the non-animal products listed (Rice, Wheat, Nuts, Corn, Coffee, Sugar) in the table exceeds that of the animal products listed (Eggs, Processed meats, Live animals, Dairy, Pork, Poultry, Beef). "True"
If the dollar value of sugar exports remained constant for the five years after 2011, while all other products continued to grow at their respective average annual percentage rates (as given in the last column), the dollar value of exactly two products would surpass that of sugar exports by 2016. "False"
I did not quite understand the solution. Wouldn't omitting the word 'percentage' from the 2nd statement make it easier to understand?
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No, omitting the word "percentage" from the 2nd statement would actually make it less clear.
The statement compares the percentage increase in export values, not the absolute dollar increase. Without "percentage," someone might mistakenly compare just the difference in dollar amounts, which isn't what's being tested.
So the word "percentage" is necessary to accurately reflect what the question is asking.
I don't think Statement 3 is a good question here.
It is calculation intensive and just requires perfect use of calculator to utter precision like punching all numbers to the T. A slight approximation also results into an incorrect outcome. I believe there should be some more room for approximation here as one shouldn't be needed to multiply all 6 numbers to arrive at the correct answer for just one of this radio button.
I don't think Statement 3 is a good question here.
It is calculation intensive and just requires perfect use of calculator to utter precision like punching all numbers to the T. A slight approximation also results into an incorrect outcome. I believe there should be some more room for approximation here as one shouldn't be needed to multiply all 6 numbers to arrive at the correct answer for just one of this radio button.
This is the difference =>
2716*1.41*1.41*1.41*1.41*1.41 = 15136
2700*1.4*1.4*1.4*1.4*1.4 = 14521
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You're right that the question requires some calculation, but both your base and growth rate approximations were on the lower side. That led to an estimate already very close to 14,942, which should have been a clue to recalculate more precisely.
For example, keeping just the base at 2700 but using the exact rate gives 2700 * 1.41^5 ≈ 15,047, which is clearly more than 14,942.
Also, the question only requires comparing three products to sugar: Poultry, Coffee, and Corn. And for Corn only you'd need to do actual calculations and use a calculator.
Percentage increase formula is (new - base)/base*100, right? In the explanation of statement 2, why is increase written as 2.5 times? Shouldn't we be looking at percentage increase instead: (25000 - 9500)/9500 = ~163%
in 2nd part cant we simply do :- (59+61+41+22+22)-(30+18+41-7+7+18+8)>0
Avg Annual % change value for the non-animal products listed (Rice, Wheat, Nuts, Corn, Coffee, Sugar) - Avg Annual % change value for the animal products listed
in 2nd part cant we simply do :- (59+61+41+22+22)-(30+18+41-7+7+18+8)>0
Avg Annual % change value for the non-animal products listed (Rice, Wheat, Nuts, Corn, Coffee, Sugar) - Avg Annual % change value for the animal products listed
since its positive implies its greater
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No, that would be totally wrong. You can't just add the average % changes. The question is about total export growth in dollars, not average rates. High growth on a small base may still be less than low growth on a large base.