omized field experiment was carried out to determine how workers respond to wage cuts. A company formed teams of two employees for a temporary promotion campaign. Both team members had identical individual tasks (sell promotional cards for entrance to a nightclub) and were initially paid the same hourly wage short period of time on the job, teams were unknowingly randomly assigned to one of three treatments. In the "unilateral wage cut" treatment, one worker's pay was cut by 10%; in the "general wage cut treatment, both workers' pay was cut by 10%; and in the "baseline" treatment, neither worker received a pay cut. riable of interest was the decrease in the number of promotional cards sold after implementation of the pay cuts. The researchers wanted to know if the average decrease in cards sold would differ depending on whether one or more of the workers received a pay cut. Complete parts a through e below. fy the type of experimental design used in the study. completely randomized designed study observational study balanced design ify the dependent variable of interest pendent (response) variable is t is the factor in this experiment? The factor levels? tor is tor levels are cify the null hypothesis of interest to the researchers. ANOVA F-test was carried out and resulted in a p-value of 0.0028. Interpret these results using a-0.01. Reject Ho. There is sufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ. Do not reject Hg. There is suficient evidence to indicate that at least two of the mean responses of employees from the three groups differ. Do not reject Hg. There is insufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ. Reject Hg. There is insufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ.

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A randomized field experiment was carried out to determine how workers respond to wage cuts. A company formed teams of two employees for a temporary promotion campaign. Both team members had identical individual tasks (sell promotional cards for entrance to a nightclub) and were initially paid the same hourly wage.
After a short period of time on the job, teams were unknowingly randomly assigned to one of three treatments. In the "unilateral wage cut" treatment, one worker's pay was cut by 10%; in the "general wage cut" treatment, both workers' pay was cut by 10%; and in the "baseline" treatment, neither worker received a pay cut.
The variable of interest was the decrease in the number of promotional cards sold after implementation of the pay cuts. The researchers wanted to know if the average decrease in cards sold would differ depending on whether one or more of the workers received a pay cut. Complete parts a through e below.
a. Identify the type of experimental design used in the study.
O A. completely randomized
O B. designed study
O C. observational study
O D. balanced design
b. Identify the dependent variable of interest.
The dependent (response) variable is
c. What is the factor in this experiment? The factor levels?
The factor is
The factor levels are
d. Specify the null hypothesis of interest to the researchers.
Ho:
e. The ANOVA F-test was carried out and resulted in a p-value of 0.0028. Interpret these results
a = 0.01.
O A. Reject Ho. There is sufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ.
O B. Do not reject Ho. There is sufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ.
OC. Do not reject Ho. There is insufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ.
O D. Reject Hn. There is insufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ.
Transcribed Image Text:A randomized field experiment was carried out to determine how workers respond to wage cuts. A company formed teams of two employees for a temporary promotion campaign. Both team members had identical individual tasks (sell promotional cards for entrance to a nightclub) and were initially paid the same hourly wage. After a short period of time on the job, teams were unknowingly randomly assigned to one of three treatments. In the "unilateral wage cut" treatment, one worker's pay was cut by 10%; in the "general wage cut" treatment, both workers' pay was cut by 10%; and in the "baseline" treatment, neither worker received a pay cut. The variable of interest was the decrease in the number of promotional cards sold after implementation of the pay cuts. The researchers wanted to know if the average decrease in cards sold would differ depending on whether one or more of the workers received a pay cut. Complete parts a through e below. a. Identify the type of experimental design used in the study. O A. completely randomized O B. designed study O C. observational study O D. balanced design b. Identify the dependent variable of interest. The dependent (response) variable is c. What is the factor in this experiment? The factor levels? The factor is The factor levels are d. Specify the null hypothesis of interest to the researchers. Ho: e. The ANOVA F-test was carried out and resulted in a p-value of 0.0028. Interpret these results a = 0.01. O A. Reject Ho. There is sufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ. O B. Do not reject Ho. There is sufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ. OC. Do not reject Ho. There is insufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ. O D. Reject Hn. There is insufficient evidence to indicate that at least two of the mean responses of employees from the three groups differ.
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