Big Sur Taffy Company makes two types of candies: saltwater taffy and special home$-$recipe taffy. Big Sur wants to use a more quantitative approach to decide how much saltwater and special taffy to make each day. Molasses, honey, and butter are the main ingredients that Big Sur uses to make taffy candies. For a pound of saltwater taffy, Big Sur uses $8$ cups of molasses, $4$ cups of honey, and $0\mathrm{.}7$ cup of butter, and the selling price is $$7\mathrm{.}50/$lb$.$ For a pound of special taffy, Big Sur uses $6$ cups of molasses, $6$ cups of honey, and $0\mathrm{.}3$ cup of butter, and the selling price is $$8\mathrm{.}75/$lb$.$ Taffy candies are made fresh at dawn each morning, and Big Sur uses ingredients from a very exclusive supplier who delivers $400$ cups of molasses, $300$ cups of honey, and $32$ cups of butter once a day before sunrise.

Formulate and solve the LP model that maximizes revenue given the constraints. What is the maximum revenue that Big Sur can generate? How much saltwater and special taffy does Big Sur make each day?