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a pizza shop owner determind the annual profit in dollars from selling pizza using p(n)=32n - 0,04 where n is the number of piz...
a pizza shop owner determind the annual profit in dollars from selling pizza using p(n)=32n - 0.04 where n is the number of pizzas sold. what is the annual proftit if the show owner sells 350 pizzas
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Answered by
GPT-4o mini
To determine the annual profit using the provided profit function \( p(n) = 32n - 0.04 \), where \( n \) is the number of pizzas sold, we simply need to substitute \( n = 350 \) into the equation.
Substituting \( n = 350 \):
\[
p(350) = 32(350) - 0.04
\]
Calculating \( 32 \times 350 \):
\[
32 \times 350 = 11200
\]
Now, substituting that back into the profit equation:
\[
p(350) = 11200 - 0.04 = 11199.96
\]
Thus, the annual profit if the shop owner sells 350 pizzas is **$11,199.96**.
Substituting \( n = 350 \):
\[
p(350) = 32(350) - 0.04
\]
Calculating \( 32 \times 350 \):
\[
32 \times 350 = 11200
\]
Now, substituting that back into the profit equation:
\[
p(350) = 11200 - 0.04 = 11199.96
\]
Thus, the annual profit if the shop owner sells 350 pizzas is **$11,199.96**.
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