A: ### Quick Answer

**The term "J-curve" is a type of population growth wherein a population grows exponentially without restrictions.** It is also known as the exponential curve.

A population is a class of similar and interbreeding organisms that inhabit a particular region. The life cycle of a population comprises three different stages namely growth, stability and decline. If the population lives in a favorable environment with ample nutritional sources and scarce competition, the population will tend to rapidly increase without constraints. It only stabilizes when the resources begin to dwindle or the population encounters other environmental factors that limit its growth. The population gradually declines and eventually dies out.

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## What does "r squared" mean?

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Full Answer >**The term "R-squared," or the coefficient of determination, explains the percent of variance away from a dependent variable and is expressed as a percentage between 0 and 100.**An R-squared value explains how data fits a statistical set of numbers, sometimes expressed on a graph as a line or curve surrounded by points. The closer the R-squared value is to 100, the more dependent that value is on another variable.Filed Under: - Q:
## What does "average" mean in math?

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Full Answer >**In mathematics, the average often refers to the mean.**There are three types of central tendencies or averages in mathematics, and these are used extensively in statistics. These are the mean, mode and median.Filed Under: - Q:
## How do you find the mean in math?

A:To find the mean in math, add up all of the numbers you want to find the mean of, and divide by the quantity of numbers you add together. For example, if you add five numbers together, you would divide by five. The result is the mean.

Full Answer >Filed Under: - Q:
## What does central tendency mean in math?

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Full Answer >**The measures of central tendency refer to the mean, median and mode.**These statistical figures help to determine a central or typical value for a particular parameter. Mean, median and mode are all different, and it is important for the mathematician to know which of these values provides the best fit for a particular set of data.Filed Under:

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