Use the cost-benefit principle to evaluate the following:
a. You are about to buy a calculator for $$\$ 10$$, and the salesperson tells you that the model you want to buy is on sale for $$\$ 5$$ at the store's other branch, which is a 20 minute drive away. Would you make the trip?
b. You are about to buy a laptop for $$\$ 1,000$$ and the salesperson tells you that the model you want to buy is on sale for $$\$ 995$$ at the store's other branch, which is a 20 minute drive away. Would you make the trip?
c. Did you make the same choice in both cases? Should you have? Do you think this is how people actually choose?