Averages-Measures of Central Tendency and its Types- Mean, Median, Mode
None of the picture used in the blog belongs to me. Credit goes to their respective owners. A single number called a "measure of central tendency" can be used to describe a whole set of observations of the same kind and different sizes. It calculates the dataset's center of gravity. When a collection of data has a range of observations, how can we draw any conclusions about it? This is the application of central tendency. Say someone asks you, "What time do you wake up in the morning?" as an example. What if, on various days, you get up at 11 a.m., 11:15 a.m., 11:30 a.m., 11:05 a.m., 11:20 a.m., etc. and you're not sure what time to say? This is the point at which we can draw conclusions using central tendency. This complete collection can be represented as a representative by a central value. If the central tendency is found to be 11 a.m., assuming that 11 a.m. is the central tendency, we can conclude that this is the typical time that you wake up. This