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Thinking and Deciding

Thinking and Deciding

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MENTAL ACCOUNTING 303<br />

a promotion focus think in terms of duties <strong>and</strong> obligations <strong>and</strong> do better when the<br />

task is presented as avoiding losses. Despite these individual differences, Higgins<br />

has also found that this “regulatory focus” can be manipulated by the way the task is<br />

presented (e.g., giving correct answers versus avoiding errors).<br />

Integration <strong>and</strong> segregation<br />

In the early 1980s, many automobile manufacturers in the United States started to<br />

offer rebates to customers who purchased their cars. Why rebates? Why not just<br />

reduce the price of the car by the “rebate” amount? It seems like a dubious sales<br />

technique, since it can be disadvantageous for purchasers: they have to pay sales tax<br />

on the full price of the car.<br />

Thaler (1980) argues that the rebate program seemed more attractive to consumers<br />

than a simple price reduction because consumers keep separate mental accounts<br />

for the price of the car <strong>and</strong> the rebate. If the price of the car was simply<br />

reduced from $8,000 to $7,500, the buyer would, according to the value function of<br />

prospect theory, gain a subjective value of v(−$7, 500) − v(−$8, 000). This is a<br />

small gain, because the curve of the function for losses is convex <strong>and</strong> has a low slope<br />

in this range. If, on the other h<strong>and</strong>, the buyer codes the $500 separately, the gain<br />

would be v($500), a large gain, because the Value function is steeper near zero.<br />

Thaler suggests that we either integrate or segregate multiple outcomes (gains or<br />

losses) of a single option. If we integrate outcomes, we add them together before we<br />

apply the Value function. They are considered as part of the same mental account.<br />

If we segregate different outcomes from each other, we apply the Value function to<br />

each gain or loss <strong>and</strong> then mentally add or subtract the derived values to find the total<br />

gain or loss. In general, segregation appears to be irrational, but integration can be<br />

difficult when the goods in question are not monetary. Indeed, multiattribute utility<br />

theory (MAUT) assumes that we do not integrate dimensions that are expressed in<br />

different units (for example, the salary of a job <strong>and</strong> its consistency with our personal<br />

goals).<br />

Despite the rationality of integration in most circumstances, by segregating outcomes<br />

at appropriate times we can deceive each other — <strong>and</strong> even deceive ourselves<br />

— into thinking that we are getting more for our money. One simple principle here<br />

for a seller (including the person who wants to sell something to himself) is the motto<br />

“Segregate the gains, integrate the losses.” The late-night television advertisements<br />

for kitchen utensils offer a long list of (segregated) gains from buying the product,<br />

as does the car dealer who wants to add many options (for only a “small” additional<br />

cost). In the latter case, each option alone may not be worth it if considered separately,<br />

but if its price is integrated with the loss already taken in purchasing the car,<br />

the additional decrease in value is slight (because the value curve is not steep at this<br />

point). The options themselves are mentally segregated, because they are different<br />

sorts of things: They cannot simply be added. The subjective value of each option<br />

does not change as new options are added, but the subjective value of the price of<br />

each option does decrease, because it is integrated with the price of everything else.

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