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Bunuel
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singh.00

I guess 16000 is a typo. It should be 18000 and your calculations are also done based on it.

Posted from my mobile device

Yes, I made a typographical error. Thanks for pointing out. I have corrected the numbers in the solution.
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Profit received by Bill due to his services: 80 * 10% = 8
Remaining profit: 80-8 = 72
- Profit received by Bill due to his portion of investment: 26-8 = 18
- Profit received by Warren due to his portion of investment: 72-18 = 54
Ratio: 18/54 = 1/3 (simplify to the lowest)
75/x = 1/3
Hence, 75*3=225
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Bill and Warren entered into a partnership. Bill is a working partner and receives 10% of the total profit for his services. The remaining balance of the profit is then split between the two partners in the ratio of their investments. Last year the company made a total profit of $80,000, and Bill received $26,000. If Bill had invested $75,000 how much did Warren invest in the business?

A. $75,000
B. $100,000
C. $150,000
D. $225,000
E. $300,000


From the $26,000 Bill received, $8,000 (10% of $80,000) is designated for his services. Consequently, he received the remaining $26,000 - $8,000 = $18,000 as his share from the $80,000 - $8,000 = $72,000. Thus, his share is \(\frac{18,000}{72,000}=\frac{1}{4}\) of the total. If Bill had invested $75,000 for a quarter of the shares, then Warren, for the remaining three-quarters of the shares, invested three times as much, which equals \(3*$75,000 = $225,000\).


Answer: D
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