Going off of a very rough historical comparison to WW1 and earlier naval organizations try: The logistical support ships, cargo, colliers, oilers, etc.
Last week I spoke with several florists about pricing and one question kept coming up. What is diminishing marginal utility again? I think the problem is the word "utility" because it is so vague.
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If the term was "diminishing marginal benefit" or "diminishing marginal enjoyment" the concept would probably be easier to remember.
And in so many cases pleasure, or enjoyment, is the benefit. The more you consume of something pleasurable the less enjoyment you will derive from it. Think about cutting the grass on a hot summer day.
The first sip of an ice cold beer afterwards is as good as it gets.
The next few are pretty good too, not as good as the first but pretty good. After that it starts to taper off pretty quickly. Another great example is movie theater popcorn. The anticipation continues to build as you wait in line and take it back to your seat.
Finally you get to indulge and first few mouthfuls are awesome.
That is diminishing marginal utility: The law of diminishing marginal utility states that as a person increases consumption of a product - while keeping consumption of other products constant - there is a decline in the marginal utility that person derives from consuming each additional unit of that product.
Replace "utility" with enjoyment and it makes perfect sense. Diminishing marginal utility does not apply to everything. Gasoline is one great example. The utility of gasoline is, for most people, its ability to propel their vehicles a certain distance.
That utility does not diminish — the first unit of fuel gets you as far as the last. Inside the station it is a completely different story when we get to the soda fountain. So how does the gas station convince you to buy it?
They offset the diminishing marginal utility of that product with a volume discount — the giant soda costs only a little bit more than the next smaller size. But that is the "how" not the "why". There is an excellent definition of diminishing marginal utility at the Beyond Cost Plus website, and also some real world examples anyone can relate to.
In addition there are many examples of terms and concepts used in pricing.Diminishing marginal utility is an important concept in economics and helps explain consumer demand. In this lesson, we will explore this topic, look at some real-world examples, and end with a quiz.
Economics (/ ɛ k ə ˈ n ɒ m ɪ k s, iː k ə-/) is the social science that studies the production, distribution, and consumption of goods and services.. Economics focuses on the behaviour and interactions of economic agents and how economies work.
Microeconomics analyzes basic elements in the economy, including individual agents and markets, their interactions, and the outcomes of interactions.
Fideisms Judaism is the Semitic monotheistic fideist religion based on the Old Testament's ( BCE) rules for the worship of Yahweh by his chosen people, the children of Abraham's son Isaac (c BCE)..
Zoroastrianism is the Persian monotheistic fideist religion founded by Zarathustra (cc BCE) and which teaches that good must be chosen over evil in order to achieve salvation. BusinessZeal, here, explores 5 examples of the law of diminishing returns.
Follow Us: the average productivity is hampered due to diminishing marginal returns. Example I. Consider a simple real-life example.
Let's say, you plan to read 30 pages of a novel in 1 hour. The extra satisfaction that a consumer gets from obtaining or using more than one of something is an economic term called marginal utility.
Some marginal utility examples can explain this concept best. Reposted from the Integral Post-Metaphysical Spirituality blog with permisson of the author Review of Jeremy Rifkin's "The Zero Marginal Cost Society" Edward Berge. This is a review of Jeremy Rifkin's new book, The Zero Marginal Cost Society: The Internet of Things, the Collaborative Commons, and the Eclipse of Capitalism (NY: Palgrave Macmillan, ).
It is excerpted from the Integral.