<p>We can break this into three parts: (1) price elasticity, (2) substitutes, and (3) marginal utility.</p>

<p><em>Price elasticity</em> measures price sensitivity (how much a change in price affects quantity consumed). In the example in the book, the product is elastic, which means that a decrease in price increases consumption proportionally more than the decrease in price. </p>

<p><em>Substitutes</em> are any products that can be substituted for another. This is important because a change in price of a product will not only affect it's consumption, but also the consumption of substitute goods. For example, people who want soda have a choice between Coke and Pepsi. Assume that when priced the same, $10$ people by Coke and $10$ people buy Pepsi. The total consumption is $20$. Now, assume that Coke lowers its price while Pepsi keeps the price the same. Some people who once consumed Pepsi will now by Coke, say $5$ people switch to Coke. The total consumption remains the same, $20$, but its distribution is different. It is the case that a drop in price will encourage consumers to purchase Coke who wouldn't normally do so at the initial price. because a price decrease makes the product available to new consumers the total consumption of soda may increase to $25$.</p>

<p><em>Marginal Utility</em> is the amount by which utility changes with each unit of consumption. The text doesn't seem to say this, but marginal utility is subject to the law of diminishing returns. This means that at a certain point, consuming more of a good makes a person less happy. For example, if I eat 2 cookies, I'm happy. With each cookie I consume, I grow happier in total, however this is happiness increases at a decreasing rate.</p>

<p><a href="https://i.sstatic.net/T3amy.png" rel="nofollow noreferrer"><img src="https://i.sstatic.net/T3amy.png" alt=""></a> </p>

<p>Utility is maximized when marginal utility is zero. After this point one loses...experiences disutility.</p>

<p>Essentially, the text is saying that if the price of an elastic good decreases its consumption will increase. The consumption increase comes from (1) "stealing" consumers from other similar products and (2) new consumers that didn't buy the product at the initial price. Since the total consumption increases as did total utility, the increase was small and thus marginal utility decreased. This isn't saying that utility was taken away, its saying the the rate at which utility increased was slower.</p>

CC BY-SA 3.0
2017-05-11T09:25:54.800Z
Why do you assume that marginal utility increases over the range 0-4 cookies?  The normal assumption is that marginal utility declines (perhaps only very slightly) from even the second unit of a discrete good.
Adam Bailey
CC BY-SA 3.0
2017-05-11T12:32:59.677Z
Adam's question came to my mind too. I have uploaded a second picture ("Figure 2") which shows how the textbook explained marginal utility in table form. It shows that marginal utility had already started to decrease from the consumption of the second unit of the good. In your answer, you said that "We would say that my utility was maximized by the forth cookie." However, in the textbook, utility is maximised when marginal utility decreases to zero, which contrasts with your example.
Charlz97
CC BY-SA 3.0
2017-05-11T12:33:07.797Z
Another point is this: what if the demand for the good was price inelastic? At the start of your answer, you mentioned that "In the example in the book, the product is elastic, which means that a decrease in price increases consumption." I would assume you meant "increases consumption (i.e. quantity demanded) by a more than proportionate change than the change in price".
Charlz97
CC BY-SA 3.0
2017-05-11T12:38:40.240Z
Since if demand was price inelastic, consumption would still increase! It's just that consumption, or quantity demanded would increase by a less than proportionate amount compared to the change in price.
Charlz97
CC BY-SA 3.0
2017-05-11T13:27:04.953Z
I'm embarrassed that I screwed up the answer. Thank you both for pointing out the errors and I believe I corrected everything.
c4sadler
CC BY-SA 3.0
2017-05-11T23:22:28.067Z
No worries! Thing is though, how would the demand of the good being price inelastic change the end result on marginal utility?
Charlz97
CC BY-SA 3.0
2017-05-12T13:54:08.700Z
@Charlz97 This may be a better way to think about it: Consider an individual consumer. Assume this person consumes the desired quantity of a product at a particular price. This means the consumer is at equilibrium-- marginal utility is equal to price. Now suppose there is a price decrease. If the consumer purchases the same quantity at the new, lower price then this person's marginal utility is greater than the new price. To bring marginal utility into equilibrium, the person must consume more. By consuming more, the marginal utility decreases until it's back at equilibrium.
c4sadler
CC BY-SA 3.0
2017-05-10T15:35:49.333Z
2017-05-11T13:24:03.900Z
2017-05-11T13:24:03.900Z
c4sadler
<p><a href="https://i.sstatic.net/tAQcN.jpg" rel="nofollow noreferrer"><img src="https://i.sstatic.net/tAQcN.jpg" alt="enter image description here"></a></p>

<p>The above is taken from "Economics" 8th Edition by John Sloman, a textbook commonly used at the introductory undergraduate level. </p>

<p>I would like assistance in understanding the bracketed portion - how a decrease in consumption of alternative goods results in a low increase in total utility and thus a small decrease in marginal utility. Thanks.</p>

<p>You may ignore the following picture, "Figure 2". It was uploaded to illustrate something in response to a comment.<a href="https://i.sstatic.net/RQesb.jpg" rel="nofollow noreferrer"><img src="https://i.sstatic.net/RQesb.jpg" alt="enter image description here"></a></p>

CC BY-SA 3.0
2017-05-10T10:53:54.997Z
The first sentence in the first bracket refers to opportunity cost. Perhaps you are confused between total utility and marginal utility.
Commissar Vasili Karlovic
<microeconomics><utility><consumer-theory><elasticity><marginal>
Link between elasticity and marginal utility
Charlz97
# Link between elasticity and marginal utility

(Asked by: username_0 on 2017-05-10)

[![enter image description here](https://i.sstatic.net/tAQcN.jpg)](https://i.sstatic.net/tAQcN.jpg)

The above is taken from "Economics" 8th Edition by John Sloman, a textbook commonly used at the introductory undergraduate level.

I would like assistance in understanding the bracketed portion - how a decrease in consumption of alternative goods results in a low increase in total utility and thus a small decrease in marginal utility. Thanks.

You may ignore the following picture, "Figure 2". It was uploaded to illustrate something in response to a comment.[![enter image description here](https://i.sstatic.net/RQesb.jpg)](https://i.sstatic.net/RQesb.jpg)

**Tags:** microeconomics, utility, consumer-theory, elasticity, marginal

> **Comments:**
> **username_1**: The first sentence in the first bracket refers to opportunity cost. Perhaps you are confused between total utility and marginal utility.  

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## 1 answers

### Answer by username_2 on 2017-05-10. Score: 2

We can break this into three parts: (1) price elasticity, (2) substitutes, and (3) marginal utility.

*Price elasticity* measures price sensitivity (how much a change in price affects quantity consumed). In the example in the book, the product is elastic, which means that a decrease in price increases consumption proportionally more than the decrease in price.

*Substitutes* are any products that can be substituted for another. This is important because a change in price of a product will not only affect it's consumption, but also the consumption of substitute goods. For example, people who want soda have a choice between Coke and Pepsi. Assume that when priced the same, $10$ people by Coke and $10$ people buy Pepsi. The total consumption is $20$. Now, assume that Coke lowers its price while Pepsi keeps the price the same. Some people who once consumed Pepsi will now by Coke, say $5$ people switch to Coke. The total consumption remains the same, $20$, but its distribution is different. It is the case that a drop in price will encourage consumers to purchase Coke who wouldn't normally do so at the initial price. because a price decrease makes the product available to new consumers the total consumption of soda may increase to $25$.

*Marginal Utility* is the amount by which utility changes with each unit of consumption. The text doesn't seem to say this, but marginal utility is subject to the law of diminishing returns. This means that at a certain point, consuming more of a good makes a person less happy. For example, if I eat 2 cookies, I'm happy. With each cookie I consume, I grow happier in total, however this is happiness increases at a decreasing rate.

[![](https://i.sstatic.net/T3amy.png)](https://i.sstatic.net/T3amy.png)

Utility is maximized when marginal utility is zero. After this point one loses...experiences disutility.

Essentially, the text is saying that if the price of an elastic good decreases its consumption will increase. The consumption increase comes from (1) "stealing" consumers from other similar products and (2) new consumers that didn't buy the product at the initial price. Since the total consumption increases as did total utility, the increase was small and thus marginal utility decreased. This isn't saying that utility was taken away, its saying the the rate at which utility increased was slower.

> **Comments:**
> **username_3**: Why do you assume that marginal utility increases over the range 0-4 cookies?  The normal assumption is that marginal utility declines (perhaps only very slightly) from even the second unit of a discrete good.  
> **username_0**: Adam's question came to my mind too. I have uploaded a second picture ("Figure 2") which shows how the textbook explained marginal utility in table form. It shows that marginal utility had already started to decrease from the consumption of the second unit of the good. In your answer, you said that "We would say that my utility was maximized by the forth cookie." However, in the textbook, utility is maximised when marginal utility decreases to zero, which contrasts with your example.  
> **username_0**: Another point is this: what if the demand for the good was price inelastic? At the start of your answer, you mentioned that "In the example in the book, the product is elastic, which means that a decrease in price increases consumption." I would assume you meant "increases consumption (i.e. quantity demanded) by a more than proportionate change than the change in price".  
> **username_0**: Since if demand was price inelastic, consumption would still increase! It's just that consumption, or quantity demanded would increase by a less than proportionate amount compared to the change in price.  
> **username_2**: I'm embarrassed that I screwed up the answer. Thank you both for pointing out the errors and I believe I corrected everything.  
> **username_0**: No worries! Thing is though, how would the demand of the good being price inelastic change the end result on marginal utility?  
> **username_2**: @username_0 This may be a better way to think about it: Consider an individual consumer. Assume this person consumes the desired quantity of a product at a particular price. This means the consumer is at equilibrium-- marginal utility is equal to price. Now suppose there is a price decrease. If the consumer purchases the same quantity at the new, lower price then this person's marginal utility is greater than the new price. To bring marginal utility into equilibrium, the person must consume more. By consuming more, the marginal utility decreases until it's back at equilibrium.  

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