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Alja [10]
4 years ago
8

To go bowling, it costs $2 to rent shoes and then $3.25 for each game bowled. Which of the following functions gives the total c

ost to bowl g games?
Mathematics
2 answers:
vekshin14 years ago
8 0
2+3.25g=y
G would be the independent variable, which means the total cost would depend on it since it depends on the number of games you bowl. Y could be any variable, such as T or C.
2+3.25g=y
Anestetic [448]4 years ago
4 0

Answer:

f(g) = 2 + 3.25g

Step-by-step explanation:

This function would be the correct answer because you would want to keep the 2 (no matter how many games you play you will still have to pay the $2 for shoes) and then you would multiply $3.25 by how many games you play.

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Answer:

Friday's drink will taste more like soda and Saturday's drink will taste more like orange juice.

Step-by-step explanation:

Not sure if this is the exact answer you want, but we can use fractions to determine how much one drink tastes compared to the other.

For Sam's Friday drink, we see that he makes 7 liters of orange soda by mixing 3 liters of orange juice with 4 liters of soda. As such, we know that \frac{3-liters-of-orange-juice}{7-total-liters} and \frac{4-liters-of-soda}{7-total-liters}.

For Sam's Saturday drink, we can also approach it the same way: the drink has \frac{4-liters-of-orange-juice}{9-total-liters}  and \frac{5-liters-of-soda}{9-total-liters}

Now, we can just compare the fractions with each other:

\frac{4-liters-of-orange-juice}{9-total-liters}   >  \frac{3-liters-of-orange-juice}{7-total-liters} and

\frac{4-liters-of-soda}{7-total-liters} > \frac{5-liters-of-soda}{9-total-liters}.

So we know that the Saturday drink will probably taste more like orange juice than the Friday one. Conversely, we know that the Friday drink will probably taste more like soda than the Saturday one.

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