Final Paper

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Running Head: FACEBOOK CONSENSUS 1

FACEBOOK CONSENSUS 4

Facebook Consensus

Kaytlin De Los Santos

PSY 3215

07/20/2020

Methods

Participants

One hundred and forty-four participants in the sample. Of these 75 were males (51%) and 69 were female (46%). Sample ages ranged from 18 to 72 (M = 24.84, SD = 8.48). This included 29% Caucasian (N = 44), 45% Hispanic (N = 67), 1% Native Indian (N = 2), 11% African American (N = 17), 4% Asian American (N = 7), and 6% of participants reporting “Other” (N =10). See Table 1.

Materials and procedures

As per the informed consent guidelines, the potential respondents for the survey were made aware of the advantages of taking part in the research as well as the risks that come with this action prior to being given the material for the research. The participants who agreed to be part of the research were issued with a document containing five sections. They would analyze a Facebook post on a charity event and thus respond to the survey based on their perspectives. The survey begins by presenting a post from Facebook about a fundraising event and a few of the comments given by the friends of the individual who has posted it.

After reviewing the post made by Michael Benzjian appealing to the well-wishers to take part in his birthday fundraiser to help children in need, the student would be required to answer the part II questions assuming they had been given $100. This part requires then to answer how much amount they would donate to the charity, how much of the available money would other individuals donate, as well as answer the amount of their time instead of money would dedicate to charity.

Part III of the survey requires the participants to rate the post regarding the page itself and Michael. They would use their perspective to give ratings (Strongly Disagree 1 to Strongly Agree 6) of the various conclusions which can be made from this posting. Part IV requires participants to fill their personal information such as gender, age, race/ethnicity, first language, if they are a student at FIU, and their relationship status. The final part, part V, asks the participants to make their judgement based from what they remembered reading in the post, how much they think Michael’s friends contributed.

Results

Using high, medium and low, the survey conditions, as the variables that are independent and whether the participant would contribute the given money as the dependent variable, we were able to determine that 44 participants would give 83.0 % , 3 people would give 5.7 % whereas 6 people would contribute 11.3 %. The Phi value showed a minimal effect which indicates that most people would be willing to give less than what they have. See Table 2. The one-way ANOVA test which is our key analysis also shows the differences existing between the dependent and independent variables are not significant and gives (F = 12.12). This is likely to suggest that the money that one has is not really a determinant of their capability to donate and help other. The largest group of participants were willing to donate the lowest money of the high group (M = 12.38, SD = 2.51). Similarly, the participants willing to give medium amount to donation would largely give the lowest amount in this category (M = 6.78, SD = 2.71779). See Table 3.

The results of the part III of the survey are that most participants indicated lower (M = 2.90) and higher (M = 2.22) ratings for the survey on whether the friends of Michael are stingy. A huge group indicates their viewpoints which display that the general ratings made by these individuals state that the donations made are very low and thus these individuals are only giving a small percentage of what they have. There is a very small significance difference indicated (Sig = 0.006, F = 5.37) between groups meaning that the donations considered high, low and medium has very limited differences. Finally, we ran multiple comparisons to determine the perceptions of people regarding donating money and the availability of money. See Table 4.

Discussion

We made predictions that the respondents would be highly likely to donate more when they had money available and this led to their perception of classifying the people involved in this scenario as stingy. In addition, most of them gave low rating to statement displaying that Michael’s friends were caring since their contributions are very low. Considering that this decision of helping children is a noble quest, most participants seemed willing to give up most of the income they could get for the operations. Consequently, it was forecasted that individuals who were willing to give up less of the money they had to donate to children in need, would be less judgement all and would rate low ratings to statements such as friend of Michael are stingy while rating highly the statements indicating that Michael’s friends are caring. The findings support these predictions as most individuals who preferred to donate less stated that the friends of Michael are caring and are in no way stingy. The individuals who ought to donate an average amount of the $100 mostly were indifferent in that some thought that the individuals in the scenario are stingy and caring while others thought they were not.

The main reason for variance in the results is the difference in how participants viewed the matter at hand. Some thought that it was far better to give up money and help a child out there whereas had a viewpoint that it would be crucial to give up less and save more for themselves. The personal opinions of people on various matters especially when it comes to kindness and generosity could have created the gap between their capabilities to donate.

Table 1

Demographics Study One

Statistics

Gender (1 = M, 2 = F)

Age

Race

N

Valid

144

147

147

Missing

3

0

0

Mean

1.4792

24.8435

2.3605

Median

1.0000

22.0000

2.0000

Mode

1.00

22.00

2.00

Std. Deviation

.50131

8.48585

1.47558

Minimum

1.00

18.00

1.00

Maximum

2.00

72.00

6.00

Gender (1 = M, 2 = F)

Frequency

Percent

Valid Percent

Cumulative Percent

Valid

Male

75

51.0

52.1

52.1

Female

69

46.9

47.9

100.0

Total

144

98.0

100.0

Missing

System

3

2.0

Total

147

100.0

Race

Frequency

Percent

Valid Percent

Cumulative Percent

Valid

Caucasian

44

29.9

29.9

29.9

Hispanic

67

45.6

45.6

75.5

Native Indian

2

1.4

1.4

76.9

African American

17

11.6

11.6

88.4

Asian American

7

4.8

4.8

93.2

Other

10

6.8

6.8

100.0

Total

147

100.0

100.0

Table 2

Crosstabs and Chi Square – Study One

Condition (1 = H, 2 = M, 3 = L) * Attention Check (1 = H, 2 = M, 3 = L) Crosstabulation

Attention Check (1 = H, 2 = M, 3 = L)

Total

High

Middle

Low

Condition (1 = H, 2 = M, 3 = L)

High

Count

44

3

6

53

% within Condition (1 = H, 2 = M, 3 = L)

83.0%

5.7%

11.3%

100.0%

Middle

Count

0

36

4

40

% within Condition (1 = H, 2 = M, 3 = L)

0.0%

90.0%

10.0%

100.0%

Low

Count

6

6

42

54

% within Condition (1 = H, 2 = M, 3 = L)

11.1%

11.1%

77.8%

100.0%

Total

Count

50

45

52

147

% within Condition (1 = H, 2 = M, 3 = L)

34.0%

30.6%

35.4%

100.0%

Chi-Square Tests

Value

df

Asymptotic Significance (2-sided)

Pearson Chi-Square

166.323a

4

.000

Likelihood Ratio

162.856

4

.000

Linear-by-Linear Association

73.251

1

.000

N of Valid Cases

147

a. 0 cells (0.0%) have expected count less than 5. The minimum expected count is 12.24.

Symmetric Measures

Value

Approximate Significance

Nominal by Nominal

Phi

1.064

.000

Cramer's V

.752

.000

N of Valid Cases

147

Table 3

ANOVA Donation Amount – Study One

Descriptive

Part II: Donation Amount (Money)

N

Mean

Std. Deviation

Std. Error

95% Confidence Interval for Mean

Minimum

Maximum

Lower Bound

Upper Bound

High

53

28.8679

14.53251

1.99619

24.8623

32.8736

.00

50.00

Middle

40

23.2500

10.03519

1.58670

20.0406

26.4594

.00

50.00

Low

54

16.4815

13.41042

1.82493

12.8211

20.1418

.00

50.00

Total

147

22.7891

13.98543

1.15350

20.5094

25.0688

.00

50.00

ANOVA

Part II: Donation Amount (Money)

Sum of Squares

df

Mean Square

F

Sig.

Between Groups

4115.406

2

2057.703

12.123

.000

Within Groups

24441.057

144

169.730

Total

28556.463

146

Multiple Comparisons

Dependent Variable: Part II: Donation Amount (Money)

Tukey HSD

(I) Condition (1 = H, 2 = M, 3 = L)

(J) Condition (1 = H, 2 = M, 3 = L)

Mean Difference (I-J)

Std. Error

Sig.

95% Confidence Interval

Lower Bound

Upper Bound

High

Middle

5.61792

2.72868

.102

-.8441

12.0800

Low

12.38644*

2.51904

.000

6.4208

18.3520

Middle

High

-5.61792

2.72868

.102

-12.0800

.8441

Low

6.76852*

2.71779

.037

.3323

13.2048

Low

High

-12.38644*

2.51904

.000

-18.3520

-6.4208

Middle

-6.76852*

2.71779

.037

-13.2048

-.3323

*. The mean difference is significant at the 0.05 level.

Table 4

ANOVA Friends Stingy – Study One

Descriptive

Part III: Michael's friends seem like stingy people

N

Mean

Std. Deviation

Std. Error

95% Confidence Interval for Mean

Minimum

Maximum

Lower Bound

Upper Bound

High

53

2.2264

1.03108

.14163

1.9422

2.5106

1.00

5.00

Middle

40

2.6750

.85896

.13581

2.4003

2.9497

1.00

4.00

Low

54

2.9074

1.27780

.17389

2.5586

3.2562

1.00

5.00

Total

147

2.5986

1.12054

.09242

2.4160

2.7813

1.00

5.00

ANOVA

Part III: Michael's friends seem like stingy people

Sum of Squares

df

Mean Square

F

Sig.

Between Groups

12.725

2

6.362

5.370

.006

Within Groups

170.595

144

1.185

Total

183.320

146

Multiple Comparisons

Dependent Variable: Part III: Michael's friends seem like stingy people

Tukey HSD

(I) Condition (1 = H, 2 = M, 3 = L)

(J) Condition (1 = H, 2 = M, 3 = L)

Mean Difference (I-J)

Std. Error

Sig.

95% Confidence Interval

Lower Bound

Upper Bound

High

Middle

-.44858

.22797

.124

-.9885

.0913

Low

-.68099*

.21045

.004

-1.1794

-.1826

Middle

High

.44858

.22797

.124

-.0913

.9885

Low

-.23241

.22706

.563

-.7701

.3053

Low

High

.68099*

.21045

.004

.1826

1.1794

Middle

.23241

.22706

.563

-.3053

.7701

*. The mean difference is significant at the 0.05 level.

Table 5

ANOVA Friends Care – Study One

Descriptive

Part III: Michael's friends seem like caring people

N

Mean

Std. Deviation

Std. Error

95% Confidence Interval for Mean

Minimum

Maximum

Lower Bound

Upper Bound

High

53

4.6038

.74265

.10201

4.3991

4.8085

2.00

6.00

Middle

40

4.5250

.78406

.12397

4.2742

4.7758

3.00

6.00

Low

54

4.1667

.90596

.12328

3.9194

4.4139

2.00

6.00

Total

147

4.4218

.83523

.06889

4.2856

4.5579

2.00

6.00

ANOVA

Part III: Michael's friends seem like caring people

Sum of Squares

df

Mean Square

F

Sig.

Between Groups

5.696

2

2.848

4.265

.016

Within Groups

96.154

144

.668

Total

101.850

146

Multiple Comparisons

Dependent Variable: Part III: Michael's friends seem like caring people

Tukey HSD

(I) Condition (1 = H, 2 = M, 3 = L)

(J) Condition (1 = H, 2 = M, 3 = L)

Mean Difference (I-J)

Std. Error

Sig.

95% Confidence Interval

Lower Bound

Upper Bound

High

Middle

.07877

.17115

.890

-.3265

.4841

Low

.43711*

.15800

.018

.0629

.8113

Middle

High

-.07877

.17115

.890

-.4841

.3265

Low

.35833

.17047

.093

-.0454

.7620

Low

High

-.43711*

.15800

.018

-.8113

-.0629

Middle

-.35833

.17047

.093

-.7620

.0454

*. The mean difference is significant at the 0.05 level.