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daser333
3 months ago
5

When Margo makes cheese ravioli, she uses both ricotta and mozzarella cheeses to make the filling. She often varies the proporti

ons of the cheeses that she uses, but the number of ounces of ricotta cheese, r, is always more than 3 times the number of ounces of mozzarella cheese, m. For one batch of ravioli that Margo makes, she spends less than $8 on the cheeses. The ricotta cheese costs $0.24 per ounce, and the mozzarella cheese costs $0.15 per ounce. For which of the following systems of inequalities do the positive solutions represent all possible combinations of numbers of ounces of ricotta and mozzarella cheeses that Margo could have used?
Mathematics
1 answer:
Zina [12.3K]3 months ago
6 0

Answer:

cuando hables de raviolis de queso, dile a Martha que vaya al supermercado a comprar raviolis Chef Boyardee.

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Answer:

The result is 2

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A segment requires at least 2 points for its construction.

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The graph shows the number of minutes, to the nearest five minutes, that Sarah spent getting ready for school each morning. A nu
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  • The mean will decrease, while the median remains unchanged.

Explanation:

Using asterisks instead of dots, the plot described is as follows:

Minutes spent by Sarah getting ready for school, rounded to the nearest five minutes:

                                                               *                *

                                      *       *                *       *       *

                              *       *       *                *       *       *

5    10   15   20    25    30    35    40    45    50    55    60

<pwhen the="">new point, 15 minutes, is added to the plot, it becomes:

                                                               *                *

                                      *       *                *       *       *

              *              *       *       *                *       *       *

5    10   15   20    25    30    35    40    45    50    55    60

We need to observe the impacts on the mean and median in both datasets.

The mean will decrease:

The mean is expected to decrease as including a lower value will lower the overall mean.

The calculation is:

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The median will remain unchanged:

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Therefore, the mean will decrease while the median stays the same.

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