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Mental accounting and
acceptance of a price discount
GROUP MEMBER:
- PHAN TỪ NHƯ Ý
- BÙI XUÂN NAM QUÂN
- VŨ THANH PHƯƠNG
- NGUYỄN NGỌC THANH XUÂN
Table of content
1.Introduction
2.Literature Review
3.Methodology
4.Result
5.Discussion
Introduction
 Based on article: Mental accounting and acceptance of
a price discount - Nicolao Bonini, Rino Rumiati
 According to Tversky and Kahneman (1981), People
show a difference in the rate of acceptance of a price
reduction across the two versions of these
experiments
 The objective of this research is studies the effect of
mental accounting on the acceptance on the price
deduction
 Conducted 3 experiments to investigate the effect
 Experiment 1: Provide a baseline to which the results of the
other experiments are compared.
 Experiment 2: A categorical link between the two purchases is
provided.
 Experiment 3: The two purchases are embedded in a shopping
list that includes four products
 Each of the experiments have the sample size about 70
peoples
Introduction
LITERATURE REVIEW
- “Calculator problem” (cf. Tversky and Kahneman, 1981, p. 457)
- Jacket ($125)[$15]
• Calculator ($15) [$125] ($10) [$120]
- Result: most people (68%) will travel to save the $5 on the cheaper
item but not on the more expensive one (29%).
Trip – 20
minutes
LITERATURE REVIEW
Trip – 20
minutes
LITERATURE REVIEW
- Jacket ($125)[$15]
 Calculator ($15) [$125] ($10) [$120]
] Findings
Kahneman and Tversky
(1984)
3 ways to frame results:
Topical account, minimal account,
comprehensive account
 Ready to travel in the ($) version of the
test but not the case in the [$] version
 $5 discount is more important with
respect to $15 and then deserves a travel
to the other branch of the store
Trip – 20
minutes
LITERATURE REVIEW
- Jacket ($125)[$15]
 Calculator ($15) [$125] ($10) [$120]
Based on the study of
...
Findings
Thaler [1980,1985] “ people perceive outcomes in terms of a
value function defined over gains and
losses relative to a reference point”
In the case of multiple outcomes, people
code coutcomes to maximize their
happiness (in the shape of the value
function)
METHODOLOGY
Approach
Minimal Account
 Meaning
Advantage associated with
driving
= price reduction = amount
gained for both cases
 Happens when only one
purchase
Comprehensive Account
 Meaning
Advantage associated with driving
= ending wealth = existing wealth +
(jacket + calculator) - total price
 Happens when price reduction relates
to other expenses, eg, there exist a
planned shopping list
New research  experiment adjustments = strengthen the relation between
purchases
Fundamental
Experiment
Categorical Link
Experiment
Shopping List
Experiment
Description replicate Tversky and
Kahneman's (1981)
calculator problem.
We provide a
categorical link between
two purchases
We updgrade the
shopping list to 4
items.
Test the effect of close
relation in accepting a
discount price
the existence of a
comprehensive
account.
Question Is there a difference in
acceptance of a price
reduction between two
versions of the
calculator’s price?
Is there a difference in
acceptance of a price
reduction of a chair in
the ’same category’
condition?
Is there a difference in
acceptance of a price
reduction of a
calculator added in a
shopping list?
How we adjust experiments
How WE evaluate the results
 Conduct surveys across 210 IU students for 3
experiments (average 70 respondents/ experiment)
 Collect answers
 Run Chi-square test to determine whether there is any
difference between the observed value and the
expected value across different experiments
RESULT
EXPERIMENT 1: X2(1) = 15.9, P < 0.0001
Control
Low-price calculator
(70,000 VND)
High-price calculator
(630,000 VND)
Yes
No
Total
28 (80%)
07 (20%)
35
11 (32%)
23 (68%)
34
Symmetric Measures
Value Approx. Sig.
Nominal by Nominal Phi
,481 ,000
Cramer's V
,481 ,000
N of Valid Cases
69
0
5
10
15
20
25
30
Low version High
version
Yes
No
Result
 Table results show that the majority of subjects (80%)
accepts the calculator price reduction in the first
version of the problem whereas the minority of
subjects (32%) accepts it in the second version (X2(1)
= 15.9, p < 0.0001).
 There is a strong relationship (Phi and Cramer’s V
value are .481) between the calculator’s price and the
rate of discount acceptance.
Experiment 2: X2(1) = 4.87, not significant
Same category condition
Low-price
chair
(70,000 VND)
High-price
chair
(630,000
VND)
Yes
No
Total
24 (71%)
10 (29%)
34
15 (44%)
19 (56%)
34 0
5
10
15
20
25
30
Low version High version
Yes
No
Result
 The effect in the previous experiment is not found in
this experiment. The difference in the level of
acceptance reduces from 48% in the first experiment
to 27% in this situation.
 That change in acceptance level could be due to the
manipulation of the ‘categorical link’ designed in this
experiment (a chair and a table)
Experiment 3: X2(1) = 0.101, not significant
 The effect in the first experiment disappear totally in this
shopping list experiment (the same result as in the key paper)
Shopping list condition
Low-price
calculator
(70,000 VND)
High-price
calculator
(630,000 VND)
Yes
No
Total
23 (68%)
11 (32%)
34
25 (64%)
14 (36%)
39 0
5
10
15
20
25
30
Low version High version
Yes
No
DISCUSSION
SURVEY QUESTION
 Choose 3 over 5 experiments to test the problem
 In paper: choose students attending psychology course
in Western University
 In our survey: Form a small group around 60 students
from different majors (finance, business,
biotechnology)
Different mindset.
COMPARISON of our result vs paper
 Experiment 1: show the same result which majority of
subjects accepts the calculator price reduction in the
first version, whereas the minority accepts the second
version.
=> The finding show that people tend to use “topical
account” (Kahneman and Tversky 1984) when offered
price reduction.
=> Tend to focus more on planned purchase when facing
2 different categories
COMPARISON of our result vs paper
 Experiment 2: show the same result which is majority
of subjects accepts the little price reduction in the first
version of problem
 In paper: the rate of acceptance across 2 version in 2nd
experiment is similar to the previous experiment (18% & 20%)
=> can’t reduce the difference in the rate of acceptance of price
reduction due to weak manipulation of category link between “chair &
little table”
 Our result: the rate of acceptance across 2 version in 2nd
experiment is reduce from 48% to 27% comparing to 1st
experiment but are still high rate
=> The effect in previous experiment disappears.
COMPARISON of our result vs paper
 Experiment 3: show the same result, the effect
reported in experiment 1 disappears.
Comprehensive account, using shopping list makes
relationship between products is stronger.
No difference in rate of acceptance of price reduction
across 2 versions
SUMMARY
 In calculator problem, tend to accept cheaper
calculator -> using topical account
 When applied planned purchases in shopping list, the
effect in calculator problem disappears. -> using
comprehensive account.
 In general, the paper’s result is proved
 Different environment
 Different mindset
=> Still the same result.
THANK YOU

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Behavioral Finance group project

  • 1. Mental accounting and acceptance of a price discount GROUP MEMBER: - PHAN TỪ NHƯ Ý - BÙI XUÂN NAM QUÂN - VŨ THANH PHƯƠNG - NGUYỄN NGỌC THANH XUÂN
  • 2. Table of content 1.Introduction 2.Literature Review 3.Methodology 4.Result 5.Discussion
  • 3. Introduction  Based on article: Mental accounting and acceptance of a price discount - Nicolao Bonini, Rino Rumiati  According to Tversky and Kahneman (1981), People show a difference in the rate of acceptance of a price reduction across the two versions of these experiments  The objective of this research is studies the effect of mental accounting on the acceptance on the price deduction
  • 4.  Conducted 3 experiments to investigate the effect  Experiment 1: Provide a baseline to which the results of the other experiments are compared.  Experiment 2: A categorical link between the two purchases is provided.  Experiment 3: The two purchases are embedded in a shopping list that includes four products  Each of the experiments have the sample size about 70 peoples Introduction
  • 6. - “Calculator problem” (cf. Tversky and Kahneman, 1981, p. 457) - Jacket ($125)[$15] • Calculator ($15) [$125] ($10) [$120] - Result: most people (68%) will travel to save the $5 on the cheaper item but not on the more expensive one (29%). Trip – 20 minutes LITERATURE REVIEW
  • 7. Trip – 20 minutes LITERATURE REVIEW - Jacket ($125)[$15]  Calculator ($15) [$125] ($10) [$120] ] Findings Kahneman and Tversky (1984) 3 ways to frame results: Topical account, minimal account, comprehensive account  Ready to travel in the ($) version of the test but not the case in the [$] version  $5 discount is more important with respect to $15 and then deserves a travel to the other branch of the store
  • 8. Trip – 20 minutes LITERATURE REVIEW - Jacket ($125)[$15]  Calculator ($15) [$125] ($10) [$120] Based on the study of ... Findings Thaler [1980,1985] “ people perceive outcomes in terms of a value function defined over gains and losses relative to a reference point” In the case of multiple outcomes, people code coutcomes to maximize their happiness (in the shape of the value function)
  • 10. Approach Minimal Account  Meaning Advantage associated with driving = price reduction = amount gained for both cases  Happens when only one purchase Comprehensive Account  Meaning Advantage associated with driving = ending wealth = existing wealth + (jacket + calculator) - total price  Happens when price reduction relates to other expenses, eg, there exist a planned shopping list New research  experiment adjustments = strengthen the relation between purchases
  • 11. Fundamental Experiment Categorical Link Experiment Shopping List Experiment Description replicate Tversky and Kahneman's (1981) calculator problem. We provide a categorical link between two purchases We updgrade the shopping list to 4 items. Test the effect of close relation in accepting a discount price the existence of a comprehensive account. Question Is there a difference in acceptance of a price reduction between two versions of the calculator’s price? Is there a difference in acceptance of a price reduction of a chair in the ’same category’ condition? Is there a difference in acceptance of a price reduction of a calculator added in a shopping list? How we adjust experiments
  • 12. How WE evaluate the results  Conduct surveys across 210 IU students for 3 experiments (average 70 respondents/ experiment)  Collect answers  Run Chi-square test to determine whether there is any difference between the observed value and the expected value across different experiments
  • 14. EXPERIMENT 1: X2(1) = 15.9, P < 0.0001 Control Low-price calculator (70,000 VND) High-price calculator (630,000 VND) Yes No Total 28 (80%) 07 (20%) 35 11 (32%) 23 (68%) 34 Symmetric Measures Value Approx. Sig. Nominal by Nominal Phi ,481 ,000 Cramer's V ,481 ,000 N of Valid Cases 69 0 5 10 15 20 25 30 Low version High version Yes No
  • 15. Result  Table results show that the majority of subjects (80%) accepts the calculator price reduction in the first version of the problem whereas the minority of subjects (32%) accepts it in the second version (X2(1) = 15.9, p < 0.0001).  There is a strong relationship (Phi and Cramer’s V value are .481) between the calculator’s price and the rate of discount acceptance.
  • 16. Experiment 2: X2(1) = 4.87, not significant Same category condition Low-price chair (70,000 VND) High-price chair (630,000 VND) Yes No Total 24 (71%) 10 (29%) 34 15 (44%) 19 (56%) 34 0 5 10 15 20 25 30 Low version High version Yes No
  • 17. Result  The effect in the previous experiment is not found in this experiment. The difference in the level of acceptance reduces from 48% in the first experiment to 27% in this situation.  That change in acceptance level could be due to the manipulation of the ‘categorical link’ designed in this experiment (a chair and a table)
  • 18. Experiment 3: X2(1) = 0.101, not significant  The effect in the first experiment disappear totally in this shopping list experiment (the same result as in the key paper) Shopping list condition Low-price calculator (70,000 VND) High-price calculator (630,000 VND) Yes No Total 23 (68%) 11 (32%) 34 25 (64%) 14 (36%) 39 0 5 10 15 20 25 30 Low version High version Yes No
  • 20. SURVEY QUESTION  Choose 3 over 5 experiments to test the problem  In paper: choose students attending psychology course in Western University  In our survey: Form a small group around 60 students from different majors (finance, business, biotechnology) Different mindset.
  • 21. COMPARISON of our result vs paper  Experiment 1: show the same result which majority of subjects accepts the calculator price reduction in the first version, whereas the minority accepts the second version. => The finding show that people tend to use “topical account” (Kahneman and Tversky 1984) when offered price reduction. => Tend to focus more on planned purchase when facing 2 different categories
  • 22. COMPARISON of our result vs paper  Experiment 2: show the same result which is majority of subjects accepts the little price reduction in the first version of problem  In paper: the rate of acceptance across 2 version in 2nd experiment is similar to the previous experiment (18% & 20%) => can’t reduce the difference in the rate of acceptance of price reduction due to weak manipulation of category link between “chair & little table”  Our result: the rate of acceptance across 2 version in 2nd experiment is reduce from 48% to 27% comparing to 1st experiment but are still high rate => The effect in previous experiment disappears.
  • 23. COMPARISON of our result vs paper  Experiment 3: show the same result, the effect reported in experiment 1 disappears. Comprehensive account, using shopping list makes relationship between products is stronger. No difference in rate of acceptance of price reduction across 2 versions
  • 24. SUMMARY  In calculator problem, tend to accept cheaper calculator -> using topical account  When applied planned purchases in shopping list, the effect in calculator problem disappears. -> using comprehensive account.  In general, the paper’s result is proved  Different environment  Different mindset => Still the same result.