AnswersCommon Core Math 7 - MA3107 CRInferences and Predictions

Variation in Predictions and Estimates Answers

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Why will random samples from a given population not have the same mean?

A
Sample means will vary because the data values selected for samples are not randomly chosen.
B
Sample means will vary because for each sample the same data values are selected.
C
Sample means will vary because the data values are randomly selected from different populations.
D
Sample means will vary because the data values selected for each sample will be different.
5

Una was asked to write about predicting population means by taking the means of samples. She recorded a list of some statements generated from her classmates.Which statements are true? Select three choices.

A
The best prediction of the population mean is the value that falls between the least and greatest sample means.
B
It is unlikely that the population mean will be the least or greatest mean from the samples.
C
If the means of different samples are close in number, or have small variation, then they cannot be used to make predictions for the actual population.
D
A more accurate prediction of the population mean can be made by decreasing the number of random samples.
E
To find the range of the sample means, subtract the least value from the greatest value.
6

The table displays the mean name length for seven samples of students. SampleMean Name Length15.427.136.345.256.064.976.2What can be said about the variation between the sample means?

A
The variation between the sample means is small.
B
The variation between the sample means is large.
C
The variation shows that the values are far apart.
D
The variation cannot be used to make predictions.
9

The table shows the mean number of basketball goals made by four random samples of players from the school team during this year’s season. Sample #Sample Mean Number of Goals17243548Is a valid prediction for the mean of the population possible using these samples?

A
No, there are not enough samples.
B
Yes, the sample means are all less than 10.
C
Yes, the variation of the sample means is small.
D
No, the variation of the sample means is too great.

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