Requirements 1. Use the high-low method to estimate the fixed and variable portion of overhead costs based on machine hours. 2. If the plant is planning to operate at a level of 200 machine hours next period, what would be the estimated overhead costs? 3. Use the method of least square to estimate the fixed and variable portion of overhead costs based on machine hours.

Page 6 of 8 29°F Clear 696 words ☑ Shelves Unlimited is interested in estimating the additional machine center capacities for a new Book Shelf Unit. A complete shelving unit is made from two end panels, three shelves plus a number of various fasteners and hangers. Fabrication is as follows: End Panels: Operation Machine Run Time (per unit) Setup Time Per Operation 1 2 Saw Planer 6 minutes .8 hours 2 minutes .1 hours 3 Router 3 minutes .8 hours Shelves: Operation Machine Run Time (per unit) Setup Time Per Operation 1 Saw 2 minutes .3 hours 2 Molder 3 minutes 1.4 hours 3 Router 5 minutes .6 hours 4 Sander 1 minute .1 hours A. If Shelves Unlimited makes 250 complete shelving unts, how much time will be required on the Router? English (United States) Text Predictions: On Accessibility: Investigate Q Search W Focus ENG 10:05 PM 3/23/2024 10 PRI

Worthington Hills grocery store has five regular checkout lines and one express line (12 items or less). Based on a sampling study, it takes 12 minutes on the average for a customer to go through the regular line and 3 minutes to go through the express line. The store is open from 9 a.m. to 9 p.m. daily. a. What is the store's maximum capacity (customers processed per day)? Round your answer down to the nearest whole number. customers processed per day b. What is the store's capacity by day of the week if the five regular checkout lines operate according to the schedule below (the express line is always open)? Do not round intermediate calculations. Round your answers down to the nearest whole number. Sun Hours/Day 9-12 a.m. 1 2 12-4 p.m. 3 5 4-6 p.m. 4 3 5 3 6-9 p.m. 4 4 5 2 *A "3" means 3 regular checkout lines are open on Monday from 4 to 6 p.m. The store's capacity by day of the week (customers per day): Hours Mon Tue Wed Totals Mon Tue Wed Thur Fri Sat 2 2 4 2 3 5 4 1 2 3* 5 1 2 3…

Considering the following excel sensitivity report: Variable Cells Cell $B$12 Product 1= $B$13 Product 2= $B$14 Product 3= $B$15 Product 4= Constraints Name Cell SH$6 Process 1 (hrs) Usage $HS7 Process 2 (hrs) Usage SH$8 Process 3 (hrs) Usage SH$9 Process 4 (hrs) Usage O 8 O 9 Name 13 O 14 Final Value O None of the above 0 30.64516129 Final Value 0 12.09677419 225.8064516 268.5483871 300 250 Reduced Objective Cost Coefficient -1 0 -1 0 Shadow Constraint Price R.H. Side 0 0 10 12 11 13 0.5 1.5 Allowable Increase 1 46.5 1 6.2 Allowable Increase 1E+30 1E+30 150 Which one of the following values of the second objective function coefficient (c₂) would generate a different optimal solution (remember: all of the other variables remain the same)? 600 500 300 250 281.372549 Allowable Decrease 1E+30 3.1 1E+30 1.291666667 Allowable Decrease 374.1935484 231.4516129 237.5 83.33333333