Three persons invested in the construction of a factory.
The first person paid \(9,\!000,\!000\) LE, the second person paid \(6,\!000,\!000\) LE, and the third person paid \(7,\!500,\!000\) LE.
At the end of the first year, the profits amounted to \(2,\!250,\!000\) LE, and the profits were distributed based on each person's capital contribution.
Calculate the share of the first year's profit for each person.
The first person paid \(9,\!000,\!000\) LE, the second person paid \(6,\!000,\!000\) LE, and the third person paid \(7,\!500,\!000\) LE.
At the end of the first year, the profits amounted to \(2,\!250,\!000\) LE, and the profits were distributed based on each person's capital contribution.
Calculate the share of the first year's profit for each person.
- First investor's share = \(\displaystyle \frac{18}{45} \times 2,\!250,\!000 = 900,\!000\) LE
- Second investor's share = \(\displaystyle \frac{12}{45} \times 2,\!250,\!000 = 600,\!000\) LE
- Third investor's share = \(\displaystyle \frac{15}{45} \times 2,\!250,\!000 = 750,\!000\) LE
MR/Nasef.N
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