Testing a Claim about a Mean Difference Answers

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all sets of twins✔ all sets of twins in the databaseall sets of twins samplednot needed

A
all sets of twins
B
✔ all sets of twins in the database
C
all sets of twins sampled
D
not needed
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✔ havedo not have

A
✔ have
B
do not have
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population is Normal✔ n is at least 30graph: not skewed, no outliers

A
population is Normal
B
✔ n is at least 30
C
graph: not skewed, no outliers
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have✔ do not have

A
have
B
✔ do not have
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is greater than✔ is less thanis equal to

Answers:
Because the P-value we calculated is = 0.05, we H0. We convincing evidence to believe that the batteries their ability, on average, to hold a charge during the first year.:is less than
Because the P-value we calculated is = 0.05, we H0. We convincing evidence to believe that the batteries their ability, on average, to hold a charge during the first year.:reject
Because the P-value we calculated is = 0.05, we H0. We convincing evidence to believe that the batteries their ability, on average, to hold a charge during the first year.:have
Because the P-value we calculated is = 0.05, we H0. We convincing evidence to believe that the batteries their ability, on average, to hold a charge during the first year.:do lose

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