Final answer:
The cost of the wallet is $20. This was calculated by setting up an equation using the given information that each handbag costs $10 more than the wallet, and the total for two handbags is $60.
Step-by-step explanation:
The question asks to determine the cost of the wallet that Claret purchased along with two handbags, given that each handbag was $10 more than the wallet and that the total cost for the two handbags was $60. To solve this, we can let w represent the cost of the wallet. Therefore, each handbag would cost w + $10. Since two handbags cost a total of $60, we can set up the equation:
2(w + $10) = $60
Distribute the 2:
2w + $20 = $60
Subtract $20 from both sides:
2w = $40
Divide both sides by 2 to find w:
w = $20
Thus, the cost of the wallet is $20.