Question

PLS ANSWER URGENT

1. Larry writes a list of numbers that has average 14, median 21 and mode 11

(a) Moe creates a list by adding 12 to each number in Larry’s list. What is the average, median and mode of Moe’s list?


(b) Curly creates a list by multiplying each number in Larry’s list by 2, what are the average, median and mode of Curly’s list?

Answer 1

The average, median, and mode of Moe's and Curly's lists can be calculated by adding 12 and multiplying by 2, respectively.

Step-by-step explanation:

To find the average, median, and mode of Moe's list, we need to add 12 to each number in Larry's list and then calculate the new statistics.

(a) Average: To find the average, we add 12 to each number in Larry's list and then find the mean. The average of Moe's list will be 14 + 12 = 26.

Median: The median of Moe's list will be the same as the median of Larry's list since adding a constant value to each number does not change the position of the numbers.

Mode: The mode of Moe's list will be the same as the mode of Larry's list since adding a constant value to each number does not change the mode.

(b) To find the average, median, and mode of Curly's list, we need to multiply each number in Larry's list by 2 and then calculate the new statistics.

Average: To find the average, we multiply each number in Larry's list by 2 and then find the mean. The average of Curly's list will be 14 x 2 = 28.

Median: The median of Curly's list will be the same as the median of Larry's list since multiplying each number by a constant value does not change the position of the numbers.

Mode: The mode of Curly's list will be the same as the mode of Larry's list since multiplying each number by a constant value does not change the mode.

Answer 2

See step-by-step below!

Step-by-step explanation:

a) Moe's list:

Average=26

Median=33

Mode= 23

b) Curly's list

Average= 28

Median= 42

Mode= 22