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05 May 2026, 19:00
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B
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
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49% (01:51) correct
51%
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wrong
based on 97
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The table below shows the numbers of four pastry box types sold by a bakery in March and in April.
If the selling price of each box type stayed the same from March to April, did the bakery earn more revenue from the sales of these four box types in April than in March?
(1) The Pistachio box was priced lower than each of the other three box types.
(2) The Classic box was priced higher than each of the other three box types.
| March | April | |
| Classic | 260 | 232 |
| Chocolate | 180 | 188 |
| Berry | 150 | 161 |
| Pistachio | 210 | 219 |
If the selling price of each box type stayed the same from March to April, did the bakery earn more revenue from the sales of these four box types in April than in March?
(1) The Pistachio box was priced lower than each of the other three box types.
(2) The Classic box was priced higher than each of the other three box types.
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M47-142
09 May 2026, 02:45
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GMAT Club Official Solution:
The table below shows the numbers of four pastry box types sold by a bakery in March and in April.
If the selling price of each box type stayed the same from March to April, did the bakery earn more revenue from the sales of these four box types in April than in March?
Notice that the total number of boxes sold stayed the same:
March: 260 + 180 + 150 + 210 = 800
April: 232 + 188 + 161 + 219 = 800
So the only question is whether the shift in the mix of box types increased or decreased revenue.
From March to April:
Classic -28
Chocolate +8
Berry +11
Pistachio +9
So 28 fewer Classic boxes were sold, and those 28 sales were replaced by 28 sales of the other three box types combined.
(1) The Pistachio box was priced lower than each of the other three box types.
This is not enough.
For example, if the prices were Classic = 100, Chocolate = 2, Berry = 2, and Pistachio = 1, then the large drop in Classic sales would make April revenue lower than March revenue.
But if the prices were Classic = 2, Chocolate = 100, Berry = 2, and Pistachio = 1, then the increase in Chocolate sales alone would make April revenue higher than March revenue.
Not sufficient.
(2) The Classic box was priced higher than each of the other three box types.
Since the 28 lost Classic sales were replaced by 28 sales of cheaper box types, total revenue must have decreased. So the answer is NO. Sufficient.
Answer: B.
The table below shows the numbers of four pastry box types sold by a bakery in March and in April.
| March | April | |
| Classic | 260 | 232 |
| Chocolate | 180 | 188 |
| Berry | 150 | 161 |
| Pistachio | 210 | 219 |
If the selling price of each box type stayed the same from March to April, did the bakery earn more revenue from the sales of these four box types in April than in March?
Notice that the total number of boxes sold stayed the same:
March: 260 + 180 + 150 + 210 = 800
April: 232 + 188 + 161 + 219 = 800
So the only question is whether the shift in the mix of box types increased or decreased revenue.
From March to April:
Classic -28
Chocolate +8
Berry +11
Pistachio +9
So 28 fewer Classic boxes were sold, and those 28 sales were replaced by 28 sales of the other three box types combined.
(1) The Pistachio box was priced lower than each of the other three box types.
This is not enough.
For example, if the prices were Classic = 100, Chocolate = 2, Berry = 2, and Pistachio = 1, then the large drop in Classic sales would make April revenue lower than March revenue.
But if the prices were Classic = 2, Chocolate = 100, Berry = 2, and Pistachio = 1, then the increase in Chocolate sales alone would make April revenue higher than March revenue.
Not sufficient.
(2) The Classic box was priced higher than each of the other three box types.
Since the 28 lost Classic sales were replaced by 28 sales of cheaper box types, total revenue must have decreased. So the answer is NO. Sufficient.
Answer: B.
General Discussion
05 May 2026, 19:50
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I don’t think the answer can be determined here.
From the table:
- Classic decreased by 28
- Chocolate increased by 8
- Berry increased by 11
- Pistachio increased by 9
But revenue depends on both:
- quantity sold
- price per box
We do not know the actual prices.
---
Statement (1):
Pistachio is priced lower than all the other box types.
This is still not enough.
Classic could still be priced extremely high, so its decrease of 28 boxes could outweigh all the gains from the other categories.
So statement (1) is insufficient.
---
Statement (2):
Classic is priced higher than all the other box types.
Still insufficient.
If the price difference is small, April revenue could be higher.
If the price difference is huge, March revenue could still be higher.
So statement (2) alone is also insufficient.
---
Combining both statements:
Now we only know:
- Classic = highest priced
- Pistachio = lowest priced
But the exact prices are still unknown.
Different price combinations can still produce different answers.
So the revenue comparison cannot be determined.
Therefore:
Answer = E
---
Hope this helps.
Feel free to tag me if needed.
— Rajdeep
From the table:
- Classic decreased by 28
- Chocolate increased by 8
- Berry increased by 11
- Pistachio increased by 9
But revenue depends on both:
- quantity sold
- price per box
We do not know the actual prices.
---
Statement (1):
Pistachio is priced lower than all the other box types.
This is still not enough.
Classic could still be priced extremely high, so its decrease of 28 boxes could outweigh all the gains from the other categories.
So statement (1) is insufficient.
---
Statement (2):
Classic is priced higher than all the other box types.
Still insufficient.
If the price difference is small, April revenue could be higher.
If the price difference is huge, March revenue could still be higher.
So statement (2) alone is also insufficient.
---
Combining both statements:
Now we only know:
- Classic = highest priced
- Pistachio = lowest priced
But the exact prices are still unknown.
Different price combinations can still produce different answers.
So the revenue comparison cannot be determined.
Therefore:
Answer = E
---
Hope this helps.
Feel free to tag me if needed.
— Rajdeep
05 May 2026, 19:57
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Let prices be: Classic = C, Chocolate = H, Berry = B, Pistachio = P.
Compare April vs March using differences in quantities:
Classic: 232 − 260 = −28
Chocolate: 188 − 180 = +8
Berry: 161 − 150 = +11
Pistachio: 219 − 210 = +9
Net revenue change = −28C + 8H + 11B + 9P
We need to know if this expression is > 0.
(1) P is the lowest price. So P < C, H, B.
Loss from Classic is −28C (large negative since C > P). Gains are from H, B, P, but P has the smallest price. So positive terms are relatively weaker.
Test cases:
(2) C is the highest price. So C > H, B, P.
Now −28C is a large negative term (largest price with biggest drop). Positive terms use smaller prices.
Even if H, B, P are close to C, the coefficients matter:
Negative: −28C
Positive max if all others ≈ C: 8C + 11C + 9C = 28C
So at best it balances to 0; but since C is strictly greater, actual positive side < 28C → net < 0.
Thus revenue decreased.
Sufficient.
Answer: B
Compare April vs March using differences in quantities:
Classic: 232 − 260 = −28
Chocolate: 188 − 180 = +8
Berry: 161 − 150 = +11
Pistachio: 219 − 210 = +9
Net revenue change = −28C + 8H + 11B + 9P
We need to know if this expression is > 0.
(1) P is the lowest price. So P < C, H, B.
Loss from Classic is −28C (large negative since C > P). Gains are from H, B, P, but P has the smallest price. So positive terms are relatively weaker.
Test cases:
- If C is much larger than others → negative overall.
- If H and B are much larger than C → could be positive.
(2) C is the highest price. So C > H, B, P.
Now −28C is a large negative term (largest price with biggest drop). Positive terms use smaller prices.
Even if H, B, P are close to C, the coefficients matter:
Negative: −28C
Positive max if all others ≈ C: 8C + 11C + 9C = 28C
So at best it balances to 0; but since C is strictly greater, actual positive side < 28C → net < 0.
Thus revenue decreased.
Sufficient.
Answer: B
