Please solve last three sub parts Linear ProgrammingName:1. A pottery shop is gearing up for the spring season and is ready to make bird baths. They produce two different bird baths, oneglazed and one not glazed. It takes the potter a half hour to make an unglazed bird bath and one hour to make a glazed bird bath. Todry the baths, unglazed takes 3 hours in the kiln while glazed takes 18 hours. The potter works for 8 hours a day. The kiln can be onfor a maximum of 60 hours at a time. If the shop makes $10 profit for unglazed, and $40 profit for glazed, how many of each potshould they make to maximize profit?g. Define the variables. x=and y=h.Write the constraints as inequalities and graph them (hint: find the x and y intercepts to graph them)List the vertices of the feasible region. Ifyou can not accurately read them off ofyour graph, you will need to solve asystem of equations toi.d each point.j.Give the profit equationk.Test each vertex in the profit equation.Write a statement describing how manyof each item should be made in order to1.maximize the profit?

Name: Please solve last three sub parts Linear ProgrammingName:1. A pottery
Uploaded: 2024-03-20T06:46:03.000Z
Channel: Bartleby
Description: Please solve last three sub parts Linear ProgrammingName:1. A pottery shop is gearing up for the spring season and is ready to make bird baths. They produce two different bird baths, oneglazed and one not glazed. It takes the potter a half hour to ma