a bakery sells cakes and pastries. each cake costs $20 to produce, and each pastry costs $3. the bakery also…

a bakery sells cakes and pastries. each cake costs $20 to produce, and each pastry costs $3. the bakery also pays a fixed monthly rent of $500. the monthly cost of making x cakes and y pastries can be modeled by the expression 20x + 3y + 500. what does the expression 20x + 3y represent? the total number of cakes and pastries sold the total revenue from selling cakes and pastries the total cost of producing cakes and pastries the total profit from selling cakes and pastries

a bakery sells cakes and pastries. each cake costs $20 to produce, and each pastry costs $3. the bakery also pays a fixed monthly rent of $500. the monthly cost of making x cakes and y pastries can be modeled by the expression 20x + 3y + 500. what does the expression 20x + 3y represent? the total number of cakes and pastries sold the total revenue from selling cakes and pastries the total cost of producing cakes and pastries the total profit from selling cakes and pastries

Answer

Answer:

the total cost of producing cakes and pastries

Explanation:

Step1: Analyze cost components

Each cake costs $20 to produce and there are $x$ cakes, so cost of cakes is $20x$. Each pastry costs $3$ and there are $y$ pastries, so cost of pastries is $3y$.

Step2: Identify expression meaning

The expression $20x + 3y$ sums up the cost of producing $x$ cakes and $y$ pastries without including the fixed - rent. So it represents the total cost of producing cakes and pastries.