Question
Esa's Pastries sells cupcakes for 3.50
each and donuts for 1.50
each. The given inequality represents the difference, in dollars, between cupcake sales and donut sales on a typical day based on c
, the number of cupcakes sold and d
, the number of donuts sold. If Esa sold 200
donuts on a typical day, what is the minimum number of cupcakes she sold on that day?
each and donuts for 1.50
each. The given inequality represents the difference, in dollars, between cupcake sales and donut sales on a typical day based on c
, the number of cupcakes sold and d
, the number of donuts sold. If Esa sold 200
donuts on a typical day, what is the minimum number of cupcakes she sold on that day?
Answers
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Answered by
GPT 3.5
The given inequality is:
3.50c - 1.50d < 0
Substitute d = 200 into the inequality:
3.50c - 1.50(200) < 0
3.50c - 300 < 0
3.50c < 300
c < 300 / 3.50
c < 85.71
Since the number of cupcakes sold must be a whole number, the minimum number of cupcakes Esa sold on that day is 85 cupcakes.
3.50c - 1.50d < 0
Substitute d = 200 into the inequality:
3.50c - 1.50(200) < 0
3.50c - 300 < 0
3.50c < 300
c < 300 / 3.50
c < 85.71
Since the number of cupcakes sold must be a whole number, the minimum number of cupcakes Esa sold on that day is 85 cupcakes.
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