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![Aadesh and Belmira work in sales for a large company and receive [m]10](/forum/styles/gmatclub_light/imageset/icon_post_target_unread.svg "Aadesh and Belmira work in sales for a large company and receive [m]10"){kind=icon}
03 Jun 2026, 02:30
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C
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
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73% (01:57) correct
27%
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Aadesh and Belmira work in sales for a large company and receive 10% commission on each sale they make. Who earned more in commission last year?
(1) Last year, Aadesh sold more than \($1,200,000\) worth of goods in March and Belmira sold less than \($800,000\) worth of goods in September.
(2) Last year, Belmira made more than \(\frac{1}{6}\) of her sales in September and Aadesh made less than \(\frac{1}{4}\) of his sales in March.
(1) Last year, Aadesh sold more than \($1,200,000\) worth of goods in March and Belmira sold less than \($800,000\) worth of goods in September.
(2) Last year, Belmira made more than \(\frac{1}{6}\) of her sales in September and Aadesh made less than \(\frac{1}{4}\) of his sales in March.
General Discussion
ankushsambare
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04 Jun 2026, 22:13
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We compare commissions, but commission = 10% of total yearly sales.
So we just need who had higher total yearly sales.
Statement (1)
Aadesh sold > 1,200,000 in March
Belmira sold < 800,000 in September
This is only for one month each, not total yearly sales.
Someone could still have much larger sales in other months.
Not sufficient.
Statement (2)
Belmira made more than 1/6 of her yearly sales in September
Aadesh made less than 1/4 of his yearly sales in March
Let total sales be:
Aadesh = A, Belmira = B
Then:
March sales of Aadesh < A/4 → A > 4 × March sales
September sales of Belmira > B/6 → B < 6 × September sales
We still only know partial relationships, but we do not know actual March/September values.
So we cannot compare A and B.
Not sufficient.
Combine (1) and (2)
From (1):
Aadesh March > 1,200,000 → A > 4 × 1,200,000 = 4,800,000
Belmira September < 800,000 → B < 6 × 800,000 = 4,800,000
So:
A > 4,800,000
B < 4,800,000
Thus:
A > B always
So Aadesh earned more commission.
Final Answer:
C. Both statements together are sufficient, but neither alone is sufficient.
So we just need who had higher total yearly sales.
Statement (1)
Aadesh sold > 1,200,000 in March
Belmira sold < 800,000 in September
This is only for one month each, not total yearly sales.
Someone could still have much larger sales in other months.
Not sufficient.
Statement (2)
Belmira made more than 1/6 of her yearly sales in September
Aadesh made less than 1/4 of his yearly sales in March
Let total sales be:
Aadesh = A, Belmira = B
Then:
March sales of Aadesh < A/4 → A > 4 × March sales
September sales of Belmira > B/6 → B < 6 × September sales
We still only know partial relationships, but we do not know actual March/September values.
So we cannot compare A and B.
Not sufficient.
Combine (1) and (2)
From (1):
Aadesh March > 1,200,000 → A > 4 × 1,200,000 = 4,800,000
Belmira September < 800,000 → B < 6 × 800,000 = 4,800,000
So:
A > 4,800,000
B < 4,800,000
Thus:
A > B always
So Aadesh earned more commission.
Final Answer:
C. Both statements together are sufficient, but neither alone is sufficient.
