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ruslelena [56]
3 years ago
15

Explain three types of production technology defined by James D. Thomson and discuss what kind of structure (Mechanic Vs. Organi

c) best suits each of them?
Business
1 answer:
bija089 [108]3 years ago
6 0

Answer:

The three types of production technology defined by James D. Thomson are;

1. Long-linked technology

2 Mediating technology and,

3. Intensive technology.

Explanation:

James D. Thomson proposed that different types of technology would determine the organizational strategy used by some organizations. A Mechanistic structure is an organizational structure that requires a high degree of formalized and centralized activity. An Organic organizational structure is very dynamic and programmed to easily adapt to change. Three of the technology types proposed by him include;

1. Long-linked Technology- These are jobs that require an organized sequence. Task A is completed before task B and then Task C. They require formalization and an average level of complexity. An example is mass production of goods. It is an organic structure because changes can easily occur and it would therefore require dynamism.

2.Mediating Technology- These are jobs that unite the two different aspects of an organization, namely, the input and output units.  They require low complexity and high formalization. An example is in the banking industry where peoples input and output are simultaneously attended to. It is a mechanistic structure because it requires a very formal arrangement.

3. Intensive Technology- These are jobs that give specialized care to different types of problems. It can be found in the hospital setting. It requires high complexity and low formalization. It is a mechanistic structure because of the specialized care rendered and the high level of interdependence of the units involved .

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If staff salaries were $44,000/month last year, and the yearly cost increase from last year to this year $108,000, what is the m
andre [41]

Answer:

The monthly labor cost this year=$53,000

Explanation:

<em>Step 1: Determine yearly cost of labor last year</em>

T=C×N

where;

T=total cost of labor last year

C=labor cost per month

N=number of months in a year

In our case;

T=unknown, to be determined

C=$44,000 per month

N=12 months

Replacing;

T=(44,000×12)=$528,000

<em>Step 2: Determine yearly cost of labor this year</em>

This years cost of labor can be expressed as;

Y=T+I

where;

Y=this year's labor cost

T=last years labor cost

I=the increase in cost from last year to this year

In our case;

Y=unknown to be determined

T=$528,000

I=$108,000

Replacing;

Y=(528,000+108,000)=$636,000

<em>Step 3: Determine monthly cost of labor for this year</em>

Monthly labor cost this year=this years labor cost/number of months in a year

where;

Monthly labor cost this year=unknown to be determined

this years labor cost=$636,000

number of months in a year=12

Replacing;

Monthly labor cost this year=(636,000/12)=$53,000

The monthly labor cost this year=$53,000

8 0
3 years ago
In the context of the different techniques used by an inference engine to manipulate a series of rules, _____ refers to a series
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In the context of the different techniques used by an inference engine to manipulate a series of rules, <u>forward chaining</u> refers to a series of "if-then-else" condition pairs.

<h3>What is an inference engine? </h3>

An inference engine is a part of the system that applies logical rules to the knowledge base to deduce new information. The first inference engines were components of expert systems.

Therefore, the correct answer is forward chaining.

learn more about forward chaining: brainly.com/question/15303791

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Short Company purchased land by paying $10,000 cash on the purchase date and agreeing to pay $10,000 for each of the next ten ye
romanna [79]

Answer:

(D) $71,446

Explanation:

we will calcualte the present value for an 11 payments  annuity-due (there is eleven payment of 10,000 if we count the one at purchase date) which couta is 10,000 discounted at 10%

C \times \frac{1-(1+r)^{-time} }{rate} (1 +r ) = PV\\

C 10,000

time 11

rate 0.1

10000 \times \frac{1-(1+0.1)^{-11} }{0.1} (1 + 0.10) = PV\\

PV $71,445.6711

rounding to the nearest dollars: 71,446

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