The line plot shows the weights of packages of meat available at a supermarket. The 3 lightest packages cost $4.40 per pound. The remaining packages cost $4.80 per pound. If a customer buys all available packages, how much does she spend? Choose the numbers to complete the statements.
A line plot named
The cost of the three lightest packages is
Choose...
. The cost of the remaining packages is
Choose...
. The total cost of all packages is
Choose...
.
A line plot is missing from the question. Please provide the necessary information so that I can assist you better.
To find the cost of the three lightest packages, we need to multiply the weight of each package by the cost per pound, which is $4.40. Let's denote the weight of each lightest package as x1, x2, and x3. Therefore, the cost of the three lightest packages is 4.40 * (x1 + x2 + x3).
To find the cost of the remaining packages, we need to multiply the weight of each package by the cost per pound, which is $4.80. Let's denote the weight of each remaining package as y1, y2, ..., yn. Therefore, the cost of the remaining packages is 4.80 * (y1 + y2 + ... + yn).
To find the total cost of all packages, we add the cost of the three lightest packages and the cost of the remaining packages. Therefore, the total cost of all packages is (4.40 * (x1 + x2 + x3)) + (4.80 * (y1 + y2 + ... + yn)).
Since we don't have the actual weights of the individual packages, we cannot calculate the exact values. You need to provide the weights of each package to determine the total cost accurately.
A line plot named "Weight of Packages of Meat at the Supermarket".
The cost of the three lightest packages is $4.40 per pound.
The cost of the remaining packages is $4.80 per pound.
The total cost of all packages is $X.
To calculate the total cost, we need to know the weights of the packages of meat.