i need $100\%$ correct answer

Yingfei Co$.$ plans to produce products A and B$.$ It is known that the unit product

profits of products A and B are $$8$ and $$10$ respectively. Some raw materials are

required for product production. The production of each product also needs to go

through two workshops of the factory. The raw materials and processing time required

in each workshop and the total resources are shown in the table below.

How many pieces of these two products should the company manufacture every

day in order to maximize the company's profits?

Define the decision variables and formulate a linear programming $($LP$)$ model for

this problem $(20$ scores$).$ Furthermore, write the standard form of the LP model$(15$

scores$),$ use simplex method in tabular form to solve the problem and give out the

solution $(35$ scores$).$