In a first−$-$price auction to sell, the low bidder wins and receives a price equal to low bid. In an auction to sell, zi represents the cost of providing the good or service, if sold. The utility function for a bidder i,$,$ ui,$,$ is ui($($b)=$)=$ bi $$ zi if bi =$=$ min($($b)$)$ and 0$0$ otherwise. Show that the three principles of bidding in first−$-$price auctions apply to auctions to sell when you replace overbid with underbid

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