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Average for Dummies

adjective

pronunciation: 'ævərɪdʒ

What does Average really mean?

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Hey there! I'm here to help you understand what the word "average" means. It's actually a very common word that we use in our everyday lives. So, let's dive in and break it down, shall we?

When we talk about the word "average," we're usually referring to finding the middle or typical value of a set of numbers or data points. It helps us get a sense of what's normal or typical in a given situation. You can think of it as finding the balance point in a group of numbers.

Let me explain it with an everyday example. Imagine you have five friends, and you want to find out their ages to know the average age of your group. Your friends' ages are 10, 12, 14, 16, and 18. To find the average, you add up all the ages and then divide that sum by the number of friends, which in this case is 5. So, 10 + 12 + 14 + 16 + 18 equals 70, and when you divide it by 5, you get an average age of 14. See how we found the balance point? That's the average age of your group!

Now, let's talk about another way we use the word "average." Sometimes, it refers to the usual or typical level of something. For example, if we say a person has an average height, it means their height falls within the range of what's considered common or typical for their age and gender. Average can also be used to describe performance. If a student gets average grades, it means their grades are neither exceptionally high nor low; they're right in the middle.

In conclusion, "average" is all about finding the middle or typical value, whether it's in a set of numbers, a person's characteristics, or even how well they're doing in school. It helps us understand what's normal or standard. So, next time you come across the word "average," remember that it's like finding the balance point or typical value in a group.

Revised and Fact checked by Brian Anderson on 2023-10-28 04:46:15

Average In a sentece

Learn how to use Average inside a sentece

  • Jennifer studied for 3 hours on Monday, 2 hours on Tuesday, and 4 hours on Wednesday. To find the average amount of time she studied each day, we add up the total hours (3 + 2 + 4 = 9) and divide by the number of days (3). So the average is 9 divided by 3, which is 3.
  • Tom has taken three math quizzes and received scores of 80, 85, and 90. To find his average quiz score, we add up the scores (80 + 85 + 90 = 255) and divide by the number of quizzes (3). So Tom's average score is 255 divided by 3, which is 85.
  • In a class of 20 students, they took a math test, and the scores ranged from 60 to 100. The average score of the entire class is found by adding up all the individual scores and dividing by the number of students. So if the total sum of scores is 1500, the average score would be 1500 divided by 20, which is 75.
  • A soccer team played 10 matches and won 5, lost 3, and tied 2. To find their average number of victories per match, we add up the number of victories (5) and divide by the total number of matches (10). So their average number of victories per match is 5 divided by 10, which is 0.5.
  • A grocery store sold 100 watermelons in a week, with each watermelon weighing between 5kg and 10kg. To find the average weight of the sold watermelons, we add up the weights of all watermelons (total weight) and divide by the number of watermelons (100). So the average weight is the total weight divided by 100.

Average Synonyms

Words that can be interchanged for the original word in the same context.

Average Hypernyms

Words that are more generic than the original word.

Average Hyponyms

Words that are more specific than the original word.

Average Similar Words

Words that similar to the original word, but are not synonyms.

Average Category

The domain category to which the original word belongs.