Dana buys and sells superhero themed shirts, jeans and designer dresses. She bought two shirts for $5.00 each and later sold them for $9.00 each. She bought three pairs of jeans for $9.00 each and later sold them for $17.00 each. She bought five dresses for $29.00 each and later sold them for $41.00 each. Use the distributive property to write a numerical expression to represent Dana's total profit. What was Dana's total profit?

Answer: 92 is his total profit i pretty sure

Dana's Total profit is: $ 92

Step-by-step explanation:

Profit is the:

Selling price of an item-Cost price of an item.

Hence, the profit on n item of same type is given by:

Profit=n (selling price of one item-Cost price of one item)

She bought two shirts for $5.00 each and later sold them for $9.00 each.

Cost price of one shirts is: $ 5

Selling price of one shirts is: $ 9

Profit on two shirts = 2 (9-5)

She bought three pairs of jeans for $9.00 each and later sold them for $17.00 each.

Cost price of one pair of jeans=$ 9

Selling price of one pair of jeans = $ 17

Profit on three pair of jeans = $ 3 (17-9)

She bought five dresses for $29.00 each and later sold them for $41.00 each.

Cost price of one dress=$ 29

selling price of one dress = $ 41

Hence, profit on five dress is: 5 (41-29)

Total Profit is given by:

Total profit=Profit on two shirt+Profit on three pair of jeans+Profit on 5 dresses.

i. e.

Total Profit = 2 (9-5) + 3 (17-9) + 5 (41-29)

i. e.

Total Profit=2*4+3*8+5*12

Total Profit=8+24+60

Total Profit=$ 92