Element Markets's population is 47.
The method will depend on what the population comprises. For example, if every element in the population has multiple properties then simply random selection will suffice.
Population,Economy,Geographical,Military
Iodine is administered as in "Iodized table salt".
1. Population ・ 2. Territory ・ 3. Government ・ 4. Sovereignty
because it is one of the important element to tell the population growth
vulnerable population, leadership element, and lack of government control
Population is a pivotal element in social studies because it influences the structure, dynamics, and interactions within a society. Understanding the size, composition, and distribution of a population can provide insights into social issues such as education, healthcare, and economic development. Population trends also impact policy-making and resource allocation within a society.
A countable set has elements (or members) that can be listed, like the numbers 1, 2, 3, and so on. You must be able to associate each element with a natural number. The interval of all the real numbers between 0 and 1, is not countable. But the interval of all rational numbers between 0 and 1 is countable. We could list the first element as 0, the second element as 1, the third element as 1/2, the fourth as 1/4, the fifth as 3/4, the sixth as 1/3, the seventh as 2/3, and so on. This set is also infinite because there is no finite bound on the number of elements. The term "population" has many meanings. A "countable infinite population" probably refers to a statistical population. This is a particular kind of set considered by statistics.
The defining characteristic of a random sample is that every individual or element in the population has an equal chance of being selected. This method helps to reduce bias and ensures that the sample is representative of the larger population. By using random sampling, researchers can generalize their findings with greater confidence to the entire population.
If the population is of size N, then you allocate the numbers 1 to N to them: one per element of the population. Then generate random numbers in the range 1 - N. The element whose number is thrown up by the generator is in the sample. In the unlikely event that a number is repeated, you ignore the repeat and continue drawing the sample until you have the required correct number in the sample.
It is an element.
Metal is not an element. It is a term used to classify an element, but it is not an element.