Jayla buys and sells vintage clothing. She bought two blouses for $25.00 each and later sold them for $38.00 each. She bought three skirts for $15.00 each and later sold them for $26.00 each. She bought five pairs of pants for $30.00 each and later sold them for $65.00 each.

Jayla’s expenses for purchasing the items were

Jayla’s revenue from the sale of the items was

Jayla’s total profit was

Verified Answer :

Total expenses: $245.00
Total revenue: $
479.00
Total profit $234.00

Answer: Total expenses = $ 225

Total revenue = $479

Total profit = $254

Step-by-step explanation:

Since we have given that

Cost price of each blouse = $25.00

Cost price of two blouses is given by

\(25\times 2=\$50\)

Cost price of skirts = $15.00

Cost price of 3 skirts is given by

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Cost price of pairs of pants = $30.00

Cost price of five pairs of pants is given by

\(30\times 5\\\\=\$150\)

so, Total expenses for purchasing the items were

Price of 2 blouses +Price of 3 skirts +Price of 5 pairs of pants

\(\$50+\$45+\$150\\\\=\$245\)

Selling price of each blouse = $38.00

Selling price of 2 blouses is given by

@@MATH_TOKEN_4@@

Selling price of each skirt = $26.00

Selling price of 3 skirts is given by

\(26\times 3\\\\=\$78\)

Selling price of each pair of pants = $ 65.00

Selling price of 5 pairs of pants is given by

\(65\times 5\\\\=\$325\)

Total revenue from the sale of the items were

Sale of 2 blouses + Sale of 3 skirts +Sale of 5 pants

\(\$76+\$78+\$325\\\\=\$479\)

Total profit was

Total Revenue - Total Expenses

\(\$479-\$245\\\\=\$234\)