OB. Row 1 of AB represents the restaurant and row 2 represents the food truck. Column 1 of AB represents total salary (in thousands) and column 2 representstotal benefits (in thousands) for all employees.OC. Row 1 of AB represents the food truck and row 2 represents the restaurant. Column 1 of AB represents total salary (in thousands) and column 2 representstotal benefits (in thousands) for all employees.O D. Row 1 of AB represents the restaurant and row 2 represents the food truck. Column 1 of AB represents total benefits (in thousands) and column 2represents total salary (in thousands) for all employees.(c) According to matrix AB, what is the total cost of salaries for all employees (managers and associates) at the restaurant? What is the total cost of benefits for allemployees at the food truck?The total cost of salaries for all employees at the restaurant is $The total cost of benefits for all employees at the food truck is $ A restaurant has a main location and a traveling food truck. The first matrix A shows the number of managers and associates employed. The second matrix B showsthe average annual cost of salary and benefits (in thousands of dollars). Complete parts (a) through (c) below.RestaurantFood Truck(a) Find the matrix product AB.AB=Managers Associates82871948 120192 22(Simplify your answer.)= AManagersAssociatesSalary Benefits45821CON2(b) Explain what AB represents. Choose the correct answer below.O A. Row 1 of AB represents the food truck and row 2 represents the restaurant. Column 1 of AB represents total benefits (in thousands) and column 2represents total salary (in thousands) for all employees.OB. Row 1 of AB represents the restaurant and row 2 represents the food truck. Column 1 of AB represents total salary (in thousands) and column 2 representstotal benefits (in thousands) for all employees.OC. Row 1 of AB represents the food truck and row 2 represents the restaurant. Column 1 of AB represents total salary (in thousands) and column 2 representstotal benefits (in thousands) for all employees.

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Product of two matrix is obtained by multiplying the row of one by the column of other and add the…