inted to compare two types of battery storage Une type is réfngerated and the other is room temperature. It is a common belief that refrigerated batteries last longer. This belief is tested by placing 10 fully-charged batteries into each type of storage and then measuring the percentage of charge remaining after thirty days. A coin flip was used to determine which type of storage each battery would be placed in first. Results indicated that there was no difference between the two types of storage. Complete parts (a) through (1) (a) What type of experimental design is this? O A. Case-control study OB. Matched-pairs design OC. Completely randomized design OD. Randomized block design (b) What is the response variable in this study? OA. The coin flip OB. The types of storage OC. The remaining charge OD. The batteries (c) What is the treatment? OA. The 10 different batteries OB. Heads or tails OC. Refrigerated or room temperature OD. The remaining charge (d) Identify the experimental units. Choose the correct answer below. OA. The coin flip OB. The types of storage OC. The remaining charge OD. The batteries. m

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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(e) Why is a coin flip used to decide the storage each battery would be placed in first?
OA. To eliminate bias as to which storage was used first
OB. To show that the experiment is fair
OC. To introduce an element of chance into the experiment
OD. To involve the consumer in the decision process
(f) Draw a diagram to illustrate the design.
Which diagram illustrates the design of this study?
OA.
Random
assignment
to
treatment:
(-| Gtoup1
Group 2
Refrigerated
Room
temperature
Compare
charges
K
OB.
Identify
10 batteries
Randomly
assign
battery
to both
treatments.
Administer
treatments
and record
remaining
charges.
battery,
compare
remaining
charges.
Transcribed Image Text:(e) Why is a coin flip used to decide the storage each battery would be placed in first? OA. To eliminate bias as to which storage was used first OB. To show that the experiment is fair OC. To introduce an element of chance into the experiment OD. To involve the consumer in the decision process (f) Draw a diagram to illustrate the design. Which diagram illustrates the design of this study? OA. Random assignment to treatment: (-| Gtoup1 Group 2 Refrigerated Room temperature Compare charges K OB. Identify 10 batteries Randomly assign battery to both treatments. Administer treatments and record remaining charges. battery, compare remaining charges.
Mel Wallled to compare two types of battery storage. Une type is refrigerated and the other is room temperature. It is a common belief that refrigerated batteries last longer. This belief is tested by placing 10 fully-charged batteries into each type of storage and
then measuring the percentage of charge remaining after thirty days. A coin flip was used to determine which type of storage each battery would be placed in first. Results indicated that there was no difference between the two types of storage. Complete parts (a) through (f).
(a) What type of experimental design is this?
A. Case-control study
B. Matched-pairs design
C. Completely randomized design
D. Randomized block design
(b) What is the response variable in this study?
A. The coin flip
OB. The types of storage
OC. The remaining charge
OD. The batteries
(c) What is the treatment?
A. The 10 different batteries
OB. Heads or tails
O C. Refrigerated or room temperature
OD. The remaining charge
(d) Identify the experimental units.
Choose the correct answer below.
OA. The coin flip
OB. The types of storage
OC. The remaining charge
OD. The batteries
27
Transcribed Image Text:Mel Wallled to compare two types of battery storage. Une type is refrigerated and the other is room temperature. It is a common belief that refrigerated batteries last longer. This belief is tested by placing 10 fully-charged batteries into each type of storage and then measuring the percentage of charge remaining after thirty days. A coin flip was used to determine which type of storage each battery would be placed in first. Results indicated that there was no difference between the two types of storage. Complete parts (a) through (f). (a) What type of experimental design is this? A. Case-control study B. Matched-pairs design C. Completely randomized design D. Randomized block design (b) What is the response variable in this study? A. The coin flip OB. The types of storage OC. The remaining charge OD. The batteries (c) What is the treatment? A. The 10 different batteries OB. Heads or tails O C. Refrigerated or room temperature OD. The remaining charge (d) Identify the experimental units. Choose the correct answer below. OA. The coin flip OB. The types of storage OC. The remaining charge OD. The batteries 27
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