The price of a shirt is 100 dollars. The store manager gives a discount of 50 dollars. A man and his brother bought 4 shirts and then share the cost with his brother. Write a numerical expression to represent this situation and then find the price paid by each brother.

(100 - 50) * 4 / 2

50 * 4 / 2
200 / 2
100

sounds like there are 2 brothers. So did the 2nd brother pay 1/3 of the whole cost, or just 1/2 of the amount the other brother spent? If the first, then

Is the discount $50 on the whole order, or on each shirt? If the first, then each person paid

(4 * 100 - 50)/3 = 350/3 = ___

If some other scenario, then make the necessary adjustments.

Let's break down the problem step by step:

1. The price of a shirt is $100.
2. The store manager gives a discount of $50.
3. The man and his brother bought 4 shirts.

To represent the situation mathematically, we can use the following expressions:

Price of each shirt after discount:
100 - 50 = $50

Total cost of 4 shirts:
4 * 50 = $200

To find the price paid by each brother, we can divide the total cost by the number of brothers, which is 2:

200 / 2 = $100

Therefore, each brother paid $100.

To find the numerical expression for this situation, we'll start by determining the price of each shirt after the discount.

The original price of each shirt is $100. The store manager gives a discount of $50. So, the price of each shirt after the discount is:
$100 - $50 = $50

To find the total cost of 4 shirts, we'll multiply the price of one shirt by the total number of shirts:
4 * $50 = $200

Since the two brothers share the cost equally, we'll divide the total cost by the number of brothers, which is 2:
$200 / 2 = $100

Therefore, each brother paid $100.