Please help me to solve
In your industrial oven, you bake two baking sheets with 12 scones each, two baking sheets with 20 cookies each, and one baking sheet with 2 scones and 10 cookies
Write an expression that illustrates the total cost of all baked goods in the scenario above using the variable s to represent the cost of scones, and the variable c to represent the cost of cookies. Simplify your expression by combining like terms
I assume s is the cost of one scone, and c = cost of one cookie.
Otherwise, B, the total baked goods cost = s+c
Let S = cost of scones = s * number of scones
= s * (2*12 + 1*2)
Let C = cost of cookies = c * number of cookies
= c * (2*20 + 1*10)
S = 26s
C = 50c
B = S+C = 26s + 50c
To find the total cost of all the baked goods, we need to calculate the cost of each type of baked good individually and then add them together.
Let's start with the scones. We have two baking sheets with 12 scones each and one baking sheet with 2 scones. So, the total number of scones is 2 x 12 + 2 = 26 scones.
Now, to calculate the cost of the scones, we can multiply the number of scones (26) by the cost of each scone (s).
Therefore, the cost of the scones is 26s.
Next, let's move on to the cookies. We have two baking sheets with 20 cookies each and one baking sheet with 10 cookies. So, the total number of cookies is 2 x 20 + 10 = 50 cookies.
To calculate the cost of the cookies, we multiply the number of cookies (50) by the cost of each cookie (c).
Therefore, the cost of the cookies is 50c.
To find the total cost of all baked goods, we add the cost of the scones and the cost of the cookies.
Total cost = cost of scones + cost of cookies = 26s + 50c
Thus, the expression that illustrates the total cost of all the baked goods is 26s + 50c.