The data from two random samples of 200 people regarding their favorite nuts is shown in the following table.
Sample 1: 40 62 63 35 200
Sample 2: 43 64 61 32 200
To analyze this data, we can calculate the mean, median, and mode for each sample.
Sample 1:
Mean = (40 + 62 + 63 + 35 + 200) / 5 = 80
Median = 62
Mode = There is no mode as each value appears only once in the sample.
Sample 2:
Mean = (43 + 64 + 61 + 32 + 200) / 5 = 80
Median = 61
Mode = There is no mode as each value appears only once in the sample.
Based on the calculations, both samples have the same mean of 80. However, the median values differ with Sample 1 having a median of 62 and Sample 2 having a median of 61. Additionally, both samples do not have a mode as each value appears only once.