A menu in a restaurant allows you to pick some items from Column A and some from Column B. Column A has 24 items. Column B has 16 items. If you and 3 friends want to order everything from both columns, but not order any item more than once, how many items from each column would you each choose (assuming each person orders the same number of items from each column)?

Question

A menu in a restaurant allows you to pick some items from Column A and some from Column B. Column A has 24 items. Column B has 16 items. If you and 3 friends want to order everything from both columns, but not order any item more than once, how many items from each column would you each choose (assuming each person orders the same number of items from each column)?

Select the correct answer.

Question 6 options:

6 from A, 4 from B

4 from A, 4 from B

4 from A, 6 from B

6 from A, 6 from B

Answer 1

Each person wants to order the same number of items from each column. Let's assume that each person chooses x items from Column A and x items from Column B.

Since there are 24 items in Column A and 16 items in Column B, the total number of items selected from both columns is 24x + 16x = 40x.

Since there are 4 people in total, the total number of items selected from both columns must be divisible by 4.

The only option that satisfies this condition is 4 from A, 4 from B.

Therefore, each person would choose 4 items from Column A and 4 items from Column B.

The correct answer is 4 from A, 4 from B.

Answer 2

To calculate the number of items from each column that each person would choose, we can divide the total number of items in each column by the number of people.

There are 24 items in Column A and 16 items in Column B.

So, each person would choose 24/4 = 6 items from Column A, and 16/4 = 4 items from Column B.

Therefore, the correct answer is:
6 from A, 4 from B

Answer 3

To solve this problem, we need to divide the total number of items from each column evenly among the 4 friends.

First, let's find out how many items each person needs to choose from Column A. Since there are 24 items in Column A and we want to divide them evenly among the 4 friends, we can divide 24 by 4:

24 items / 4 friends = 6 items

So each person needs to choose 6 items from Column A.

Next, let's determine how many items each person needs to choose from Column B. Similarly, we divide the total number of items in Column B (16) by the number of friends (4):

16 items / 4 friends = 4 items

Therefore, each person needs to choose 4 items from Column B.

So the correct answer would be:

6 from Column A and 4 from Column B.