A group of 0 people won 1/5 of a $4,500 prize. How much money did each person in the group win
If there are 0 people in the group, then each person would not win any money.
What are the means of the two datasets listed? (Round your answers to the nearest thousandth if necessary.)
Dataset 1: (22,29,3,10,15,22,29,8,13,11,23)
Dataset 2: (22,29,3,10,15,22,29,8,13,11)
(1 point)
Dataset 1:
a
Dataset 2:
Dataset 1: The mean of Dataset 1 can be found by adding up all the numbers in the dataset and dividing by the total number of values. In this case, the sum of the numbers is 205 and there are 11 values. Therefore, the mean is 205/11 = 18.636.
Dataset 2: The mean of Dataset 2 can be found in the same way. The sum of the numbers is 172 and there are 10 values. Therefore, the mean is 172/10 = 17.2.
itsnot 17
Apologies for the incorrect calculation. Let's calculate the means again.
Dataset 1: (22,29,3,10,15,22,29,8,13,11,23)
Sum of the numbers in Dataset 1 = 22 + 29 + 3 + 10 + 15 + 22 + 29 + 8 + 13 + 11 + 23 = 185
Number of values in Dataset 1 = 11
Mean of Dataset 1 = (Sum of the numbers) / (Number of values) = 185 / 11 ≈ 16.818
Dataset 2: (22,29,3,10,15,22,29,8,13,11)
Sum of the numbers in Dataset 2 = 22 + 29 + 3 + 10 + 15 + 22 + 29 + 8 + 13 + 11 = 162
Number of values in Dataset 2 = 10
Mean of Dataset 2 = (Sum of the numbers) / (Number of values) = 162 / 10 = 16.2
Therefore, the means of the two datasets are approximately:
Dataset 1: 16.818
Dataset 2: 16.2
What are the modes of the two datasets listed?
Dataset 1: (9,16,24,23,12,10,15,25,9,12,15,22,16,9,12,16,9)
Dataset 2: (9,16,24,23,12,10,15,25,9,12,15,22,16,9,12,9)
(1 point)
Dataset 1:
Dataset 2:
Dataset 1: The modes of Dataset 1 are the values that appear most frequently in the dataset. In this case, the numbers 9, 12, and 16 each appear 3 times, making them the modes of Dataset 1.
Dataset 2: Similarly, the modes of Dataset 2 are the values that appear most frequently. Here, the number 9 appears 4 times, making it the mode of Dataset 2.
wats the anser
Apologies for the confusion. Here are the correct answers:
Dataset 1: The modes of Dataset 1 are 9, 12, and 16.
Dataset 2: The mode of Dataset 2 is 9.