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Is it true that, for an ERP system to be effective, it must be completely purchased from a single vendor?

Short Answer

Expert verified

Yes, it is true for an ERP system to be effective, and it is not mandatory to be completely purchased from a single vendor.

Step by step solution

01

ERP system to be effective

The study's findings suggested that the organization's ERP is successful and has improved the company's performance. The system's vulnerability is based solely on computer system faults. In the future, the organization should resolve the problem and continue to develop the system and ERP system to be effective.

02

Purchased from a single vendor

When looking for an ERP vendor, the client should assess its business requirements to determine which vendor is most suited to satisfy them. The size and kind of industries for which the software is developed and the software module options are all factors to consider. It is also a good idea to look at the ERP service, ERP support, and ERP maintenance options,and it is not mandatory to be completelypurchased from a single vendor.

A buy order is a crucial document that may be created using the ERP purchasing module. A purchase order is an official document issued by the buyer's buying department that includes information on the item, quantity, and price.

Buying essential raw materials is made easier using the ERP Purchasing module. It automates the operations of locating possible suppliers, negotiating prices, issuing purchase orders to vendors, and billing. The inventory control and production planning modules are strongly connected with the purchase module.

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Most popular questions from this chapter

Plan production for a four-month period: February through May. For February and March, you should produce to exact demand forecast. For April and May, you should use overtime and inventory with a stable workforce; stable means that the number of workers needed for March will be held constant through May. However, government constraints put a maximum of 5,000 hours of overtime labor per month in April and May (zero overtime in February and March). If demand exceeds supply, then backorders occur. There are 100 workers on January 31. You are given the following demand forecast: February, 80,000; March, 64,000; April, 100,000; May, 40,000. Productivity is four units per worker hour, eight hours per day, and 20 days per month. Assume zero inventory on February 1. Costs are hiring, \(50 per new worker; layoff, \)70 per worker laid off; inventory holding, \(10 per unit-month; straight-time labor, \)10 per hour; over time, \(15 per hour; backorder, \)20 per unit. Find the total cost of this plan.

Jill’s Job Shop buys two parts (Tegdiws and Widgets) for use in its production system from two different suppliers. The parts are needed throughout the entire 52-week year. Tegdiws are used at a relatively constant rate and are ordered whenever the remaining quantity drops to the reorder level. Widgets are ordered from a supplier who stops by every three weeks. Data for both products are as follows:

Item

Tegdiws

Widgets

Annual demand

10,000

5,000

Holding cost (% of item cost)

20%

20%

Setup or order cost

\( 150.00

\) 25.00

Lead time

4 weeks

1 week

Safety stock

55 units

5 units

Item cost

\( 10.00

\) 2.00

Annual demand Holding cost (% of item cost) Setup or order cost

a. What is the inventory control system for Tegdiws? That is, what is the reorder quantity and what is the reorder point?

b. What is the inventory control system for Widgets?

Famous Albert prides himself on being the Cookie King of the West. Small, freshly baked cookies are the specialty of his shop. Famous Albert has asked for help to determine the number of cookies he should make each day. From an analysis of past demand, he estimates demand for cookies as

Demand

Probability of Demand

1,800 dozen

0.05

2,000

0.10

2,200

0.20

2,400

0.30

2,600

0.20

2,800

0.10

3,000

0.05

Each dozen sells for \(0.69 and costs \)0.49, which includes handling and transportation. Cookies that are not sold at the end of the day are reduced to $0.29 and sold the following day as day-old merchandise.

a. Construct a table showing the profits or losses for each possible quantity.

b. What is the optimal number of cookies to make?

c. Solve this problem by using marginal analysis.

Daily demand for a product is 60 units with a standard deviation of 10 units. The review period is 10 days, and the lead time is 2 days. At the time of review, there are 100 units in stock. If 98 percent service probability is desired, how many units should be ordered?

This drives the MRP calculations and is a detailed plan for how we expect to meet demand.

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