Question $71$ pts The Sweet Smell Fertilizer Company markets bags of manure labeled $$not less than $60$ lb dry weight.$$ The packaged manure is a combination of compost and sewage wastes. To provide good$-$quality fertilizer, each bag should contain at least $30$ lb of compost but no more than $40$ lb of sewage. Each pound of compost costs Sweet Smell $$0\mathrm{.}05$ and each pound of sewage costs $$0\mathrm{.}04.$ Use the Linear Programming method to determine the least$-$cost blend of compost and sewage in each bag. a$.$ Amount of compost in each bag $=[$ Select$]$ VIb b$.$ Amount of sewage in each bag $[$ Select$]$ lb c$.$ The total dry weight of each bag $=[$Select $]$ V lb d$.$ The total cost of each bag $=$ $ $[$Select $]=$ e$.$ What if sewage cost was reduced by $$0\mathrm{.}02($new supplier$),$ what would be the resource allocation and the total cost of the packaged manure? $[$Select$]$