Sentences with WEIGHTED-ARITHMETIC-MEAN
Check out our example sentences below to help you understand the context.Sentences
1
"The weighted arithmetic mean is a type of average that takes into account the importance or weight of each value."
2
"To calculate the weighted arithmetic mean, you multiply each value by its corresponding weight, sum them up, and divide by the total weight."
3
"In finance, the weighted arithmetic mean is used to calculate indices like the Dow Jones Industrial Average, where each stock is given a different weight."
4
"A weighted arithmetic mean can be used to calculate a student's final grade, where each assignment carries a different weight."
5
"When calculating a country's GDP, the weighted arithmetic mean is applied to different sectors based on their contribution to the economy."
6
"The weighted arithmetic mean is commonly used in polling to calculate the average opinion, giving more weight to certain demographics."
7
"To find the average temperature of a city over a year, a weighted arithmetic mean can be used by multiplying daily temperatures by the number of days in each season."
8
"When comparing the performance of multiple athletes, a weighted arithmetic mean can be used by assigning different weights to different events."
9
"In data analysis, the weighted arithmetic mean can be used to find the average of a dataset, considering the significance of each data point."
10
"Investors can use a weighted arithmetic mean to calculate the average return of their portfolio, giving more importance to high-value assets."
11
"The weighted arithmetic mean is useful in market research to analyze survey data, giving more weight to respondents who represent the target market."
12
"When calculating a company's stock index, the weighted arithmetic mean is used to reflect the influence of different stocks on the overall performance."
13
"The weighted arithmetic mean is a useful tool in decision-making, as it takes into account the relative importance of different factors."
14
"To calculate a weighted GPA, each grade is assigned a corresponding weight, and the weighted arithmetic mean is used to find the average."
15
"In environmental studies, a weighted arithmetic mean can be applied to different ecological indicators to assess overall ecosystem health."
16
"The weighted arithmetic mean is commonly used in manufacturing to calculate the average cost of materials, considering their respective quantities."
17
"When estimating project completion times, a weighted arithmetic mean can be used by assigning higher weights to more critical tasks."
18
"The weighted arithmetic mean facilitates decision-making by providing a more accurate representation of the data compared to a simple average."
19
"A weighted arithmetic mean can be applied to performance evaluations, where different aspects are given different weights based on their importance."
20
"In quality control, the weighted arithmetic mean can be used to calculate a weighted defect rate, considering the severity of each defect."
1
"The weighted arithmetic mean is used to calculate the average taking into account different weights for each value."
2
"The weighted arithmetic mean gives higher importance to values with larger weights in the calculation."
3
"In finance, the weighted arithmetic mean is often used to calculate a stock index."
4
"To compute the weighted arithmetic mean, multiply each value by its corresponding weight and then sum them all up."
5
"The weighted arithmetic mean is a commonly used statistical measure in research studies."
6
"Companies may use the weighted arithmetic mean to calculate the average salary based on different job positions."
7
"The weighted arithmetic mean of test scores is used to determine final grades in some educational systems."
8
"In voting systems, the weighted arithmetic mean may be used to calculate the overall preference of the participants."
9
"The weighted arithmetic mean is a useful tool for analyzing data sets with varying degrees of importance for each value."
10
"When calculating a weighted arithmetic mean, it is crucial to assign accurate weights to each value."
