three people pool their money to buy lottery tickets. the first person put in $20, the second $25, and the…

three people pool their money to buy lottery tickets. the first person put in $20, the second $25, and the third $30. one of their tickets was a winning ticket. if they won $6.3 million, what was the first persons share of the winnings (in dollars)?

three people pool their money to buy lottery tickets. the first person put in $20, the second $25, and the third $30. one of their tickets was a winning ticket. if they won $6.3 million, what was the first persons share of the winnings (in dollars)?

Answer

Answer:

$1400000$

Explanation:

Step1: Calculate total contribution

$20 + 25+30=75$

Step2: Calculate first - person's share ratio

$\frac{20}{75}=\frac{4}{15}$

Step3: Calculate first - person's share of winnings

$6300000\times\frac{4}{15}=1400000$