A supermarket plans to invest a sum of money to purchase a batch of tight selling goods. After market research, it is found that if it is sold at the beginning of this month, it will make a profit of 10%, and then it will invest the capital and profit into other goods, and it will make a profit of 10% at the beginning of next month. If it is sold next month, it will make a profit of 25%, but it will have to pay 8000 yuan for storage?

A supermarket plans to invest a sum of money to purchase a batch of tight selling goods. After market research, it is found that if it is sold at the beginning of this month, it will make a profit of 10%, and then it will invest the capital and profit into other goods, and it will make a profit of 10% at the beginning of next month. If it is sold next month, it will make a profit of 25%, but it will have to pay 8000 yuan for storage?

When the initial investment is less than 200000, choose the first scheme
When it's 200000, choose both
Choose the second scheme when it is more than 200000
Let X be the initial investment
Then the sum of cost and profit of the first scheme when it is sold next month: X (1 + 10%) (1 + 10%) = 1.21x
The second option to sell next month is the sum of capital and profit: X (1 + 25%) - 8000
When 1.21x > x (1 + 25%) - 8000 and x20000, the second scheme is better