We can approach this problem by listing out all the possible combinations of T-shirts and dress shirts and calculating the total cost for each combination.
Possible combinations:
A) Two T-shirts and four dress shirts:
- T-shirts: 2 * $17 = $34
- Dress shirts: 4 * $26 = $104
Total cost: $34 + $104 = $138
B) One T-shirts and four dress shirts:
- T-shirts: 1 * $17 = $17
- Dress shirts: 4 * $26 = $104
Total cost: $17 + $104 = $121
C) Three T-shirts and three dress shirts:
- T-shirts: 3 * $17 = $51
- Dress shirts: 3 * $26 = $78
Total cost: $51 + $78 = $129
D) No T-shirts and five dress shirts:
- T-shirts: 0 * $17 = $0
- Dress shirts: 5 * $26 = $130
Total cost: $0 + $130 = $130
The possible combinations that meet the given criteria (spending no more than the gift certificate and leaving at most $8 unspent) are A) Two T-shirts and four dress shirts, C) Three T-shirts and three dress shirts, and D) No T-shirts and five dress shirts.
You received a $150 gift certificate to a clothing store. The store sells T-shirts for $17 and dress shirts for $26. You want to spend no more than the amount of the gift certificate. you want to leave at most $8 of the gift certificate unspent. You need at least two dress shirts. What are all of the possible combinations of T-shirts and dress shirts you could buy?
Select all that apply.
A.)two T-shirts and four dress shirts
B.) oneT-shirts and four dress shirts.
C.)three T- shirts and three dress shirts.
D.)No T- shirts and five dress shirts.
1 answer