Question

Paris used a simulation to take two random samples of fish in a pond. Her sample size was 30, and the table shows the frequency of each fish in the sample. Paris used the two samples to predict that the average number of trout will be 6, the average number of catfish will be 5, and the average number of bass will be 18.
A 3-column table with 3 rows. Column 1 is labeled Fish type with entries brook trout, catfish, smallmouth bass. Column 2 is labeled Frequency Sample 1 with entries 12, 5, 13. Column 3 is labeled Frequency sample 2 with entries 1, 6, 23.

Is Paris correct in her predictions? Check all the apply.
Yes, her samples represent the population.
No, Paris should have used only the results of the first sample.
No, Paris should have used only the results of the second sample.
No, the two samples do not have similar values, so more samples are needed.
No, the samples are not representative of the population.

Answer 1

Answer:

looking at the questions, the only possible ones that are available are

- No, the two samples do not have similar values, so more samples are needed.

- No, the samples are not representative of the population.
(D, and E)

Step-by-step explanation:

works on edge 2020, hope it helps!!

Answer 2

Answer:

No, let's take a look back at the question

Step-by-step explanation:

Samples are literally representation of the population.

The true statements are:

D. No, the two samples do not have similar values, so more samples are needed.

E. No, the samples are not representative of the population.

From the table, the difference between the frequencies of book trout and bass fish are too large.

This means that the prediction do not estimate actual sample

So, the true options are (d) and (e)

Read more about samples and population at:

brainly.com/question/7301139