
Молоко дешевле сливок на 60% на сколько % сливки дороже молока


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Ответ на 150 %



Calculation of Price Difference between Milk and Cream
To calculate the percentage by which cream is more expensive than milk, we need to consider that milk is 60% cheaper than cream. Let's assume the price of milk is M and the price of cream is C.
According to the given information, the price of milk is 60% cheaper than the price of cream. Mathematically, this can be expressed as:
M = C - (60% of C)
To find the percentage by which cream is more expensive than milk, we can rearrange the equation as follows:
Percentage Difference = ((C - M) / M) * 100
Let's calculate the percentage difference:
M = C - (60% of C)
M = C - (0.6C)
M = 0.4C
Substituting the value of M in the percentage difference equation:
Percentage Difference = ((C - 0.4C) / 0.4C) * 100
Simplifying the equation:
Percentage Difference = (0.6C / 0.4C) * 100
Percentage Difference = 1.5 * 100
Percentage Difference = 150%
Therefore, cream is 150% more expensive than milk.
Please note that the specific prices of milk and cream were not provided, so the calculation is based on the given information that milk is 60% cheaper than cream.


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