A group of men and women were given a maze puzzle. The time it took each person to solve the puzzle is recorded in the table.

The sample size of men is
A.19
B. 34
C. 53

and the sample size of women is
A. 19
B. 34
C. 53

The mean time taken by
A. Women
B. Men

to solve the puzzle is less than that taken by
A. Women
B. Men

Answer: The sample size for men is 19 and the sample size for women is 34.
The mean time take by men is less than that taken by women.

To find the sample size for each group, simply count the number of data points in each list.

To find the mean you have to add up all the values and divide by the sample size. For the men, it will be about 164.7. For the women, it will be about 180.4.

Answer Link

Cetacea Cetacea · Answer 2 · 2021-12-21T17:50:37+01:00

The sample size for men is A. 19 and the sample size for women is B. 34.

The mean time take by B. men is less than that taken by A. women.

To find the sample size of men count the number of elements in the table for men. There are 19 elements. So the sample size of men is 19.

To find the sample size of women count the number of elements in the table for women. There are 34 elements. So the sample size of women is 34.

In order to find mean add all the elements and then divide by the total number of elements.

For mean of men: we add the 19 elements in the table and divide by 19.

So the mean is = 164.7.

For mean of women: we add the 34 elements in the table and divide by 34.

So the mean is = 180.4.

It means the mean time take by men is less than that taken by women.

Learn more: https://brainly.com/question/18060320