yay47
04.02.2021 •
Mathematics
Stretch Isla sells baked good from her home kitchen. She offers decorated cookies for $15 per dozen and cupcakes for $13 per dozen. It takes her an hour to decorate a dozen cookies, but only 20 minutes to decorate a dozen cupcakes. She would like to make at least $300 per week and not put in more than 20 hours of work per week. 1. Create a system of linear inequalities that fits the situation and graph them. 2. Isla just discovered that she is running out of cake mix for the cupcakes and royal icing for the cookies. She can make a maximum of 40 dozen cupcakes and 12 dozen cookies. What are the new inequalities you need to add to your problem? Add them to your graph. 3. What is the maximum amount of baked goods that she could make? How much will she earn? How long will it take her? 4. What is the least amount of time she could work and still earn $300? What baked goods would she make?
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Ответ:
Step-by-step explanation:
Well seeing as each year the amount of Trees Doubled (7+7=14 and 14+14=28)
We can Infer that each year afterwards it will do so.
So 1 year from now 28+28 = 56
2 years from now 56 + 56 = 112
And finally at 3 years 112+112 we arrive at our answer 224
So it would take 3 years to get to get to 224