Question

The deli at the local grocery store sells chicken for $3.80 per pound, beef for $3.50 per pound, and salami for $2.90 per pound. Write an expression that shows how much it will cost to buy c pounds of​ chicken, b pounds of​ beef, and s pounds of salami.​

Write an expression that shows how much it will cost to buy c pounds of chicken, b pounds of beef and s pounds of salami

Then, find the cost for 1 pound of​ chicken, 1.8 pounds of​ beef, and 3.2 pounds of salami.
The cost of 1 pound of​ chicken, 1.8 pounds of​ beef, and 3.2 pounds of salami is ​$_

Answer 1

To find the cost of various meats per pound, use the expression Cost = (price of chicken per pound x c) + (price of beef per pound x b) + (price of salami per pound x s). Applying this to specific quantities, the cost for 1 pound of chicken, 1.8 pounds of beef, and 3.2 pounds of salami comes to $19.38.

Step-by-step explanation:

To calculate the cost of buying c pounds of chicken, b pounds of beef, and s pounds of salami, you can represent the total cost by the expression:

Cost = (3.80 × c) + (3.50 × b) + (2.90 × s)

Substituting the given values into the expression to find the cost for 1 pound of chicken, 1.8 pounds of beef, and 3.2 pounds of salami:

Cost = (3.80 × 1) + (3.50 × 1.8) + (2.90 × 3.2)

Cost = 3.80 + 6.30 + 9.28

Cost = $19.38

Therefore, the total cost for the meats is $19.38.

Answer 2

Answer:3.8c+3.5b+2.9s=total cost 19.38$

Step-by-step explanation: