0
What is the median and the range for this set of 3 weight30 pounds52 pounds56 pounds?
Wiki User
∙ 10y ago
Median = 52 pounds
Range = 26 pounds
Wiki User
∙ 10y ago
Add your answer:
Earn +20 pts
What is the median and the range for this set of 3 pounds or 52 pounds or x pounds?
If x ≤ 3 then median = 3 pounds, range = 52 - x pounds. If 3 ≤ x ≤ 52 then median = x pounds, range = 52-3 = 49 pounds. If 52 ≤ x then median = 52 pounds, range = x - 3 pounds.
What is the Median Household Income in great Britain?
In 2010 the real adjusted gross disposable income of households per capita in PPS in the United Kingdom was 21,919 pounds. In 2011 it was 21,326.
What is 15 pounds to pounds?
15 pounds is 15 pounds!
What is 30 percent off of 230 pounds?
161 pounds30% off of 230 pounds= 30% discount applied to 230 pounds= 230 pounds - (30% * 230 pounds)= 230 pounds - (0.30 * 230 pounds)= 230 pounds - 69 pounds= 161 pounds
How much is 30 percent off 565 pounds?
395.5 pounds30% off of 565 pounds= 30% discount applied to 565 pounds= 565 pounds - (30% * 565 pounds)= 565 pounds - (0.30 * 565 pounds)= 565 pounds - 169.5 pounds= 395.5 pounds
What is the median and range for this set of weight 30 pounds 52 pounds 6 pounds?
Median 30 pounds. Range = 52 - 6 = 46 pounds.
What is the median and the range for this set of 3 pounds or 52 pounds or x pounds?
If x ≤ 3 then median = 3 pounds, range = 52 - x pounds. If 3 ≤ x ≤ 52 then median = x pounds, range = 52-3 = 49 pounds. If 52 ≤ x then median = 52 pounds, range = x - 3 pounds.
What is the median of 30 pounds 52 pounds and 30 pounds?
The median is the middle value when the numbers are arranged in order. In this case, when arranged in ascending order, the middle value is 30 pounds. Therefore, 30 pounds is the median of the given values.
What is the median for 11 pounds 30 pounds and 52 pounds?
93
What is the median for the set of 3 weights 30 pounds 52 pounds 8 pounds?
30 pounds.
What is the median and range for 30 pounds 52 pounds and 48 pounds?
The median is 48 pounds. To find the median, arrange the weights in ascending order and then pick the middle value. The range is 22 pounds (52 pounds - 30 pounds). Range is calculated by subtracting the smallest value from the largest value in the data set.
What is the shape of a frequency distribution with an arithmetic mean of 800 pounds median of 758 pounds and a mode of 750 pounds?
As the mean is greater than the median it will be positively skewed (skewed to the right), and if the median is larger than the mean it will be negatively skewed (skewed to the left)
What is the median and range for 30 pounds 52 pounds and 30 pounds?
The median is the middle number when the numbers are arranged in numerical order. In this instance, the numbers are 30, 48, and 52, therefore the median is 48 pounds, the second number along.The range is the difference between the lowest and highest number. In this instance, the range is equal to 52 - 30 = 22 pounds.
What is 56 kilograms in pounds?
56 kilograms is equivalent to approximately 123.46 pounds.
What is the median and range for this set of weights 30 pounds 49 pounds and 52 pounds?
The median number is the one situated in the middle when all the values are in order. In this instance, the median of 30, 49, and 52 is 49.The range of the values is equal to the difference between the highest and the lowest value. In this instance, the difference between the highest and lowest value is 52 - 30 = 22 lbs.
The four babies born at the hospital on New Year's Day had weights of 5 pounds 7 ounces 6 pounds 4 ounces 6 pounds 12 ouncesand 7 pounds 2 ounces what was the median weight of the babies?
To find the median weight, line up the weights in ascending order: 5 pounds 7 ounces, 6 pounds 4 ounces, 6 pounds 12 ounces, and 7 pounds 2 ounces. The median weight is the middle value, which is 6 pounds 8 ounces.
What is the purposde of median?
To calculate the average without being affected by the extreme values of a set of data. For example in a restaurant the wage for a waiter may be 1000 pounds a month, yet for the manager 10000 pounds a month. The mean would thus be distorted if calculated inclusive of the manager's salary. Hence the use of the median.
