Mathematica can be divided into two parts ; viz. Mechanics, and Statistics. Mechanics deals with the movement of a single object in a population. Statistics deals with the movement of the population as a whole. e.g. A single car may move at 30 mph. The total car population may have an average/mean speed of 20 mph.
I believe scientist use statistics as data to process certain actions from a measured group or population. This can determine certain out comes when test are done repeatedly to obtain an actual statistical outcome.
To be able to keep parameters within a controlled process. For ISO certifications and process verifications. To follow guidelines set forth by criteria standards. To display what occurs given certain conditions. # Design of Experiments (DOE) uses statistical techniques to test and construct models of engineering components and systems. # Quality control and process control use statistics as a tool to manage conformance to specifications of manufacturing processes and their products. # Time and methods engineering uses statistics to study repetitive operations in manufacturing in order to set standards and find optimum (in some sense) manufacturing procedures. # Reliability engineering uses statistics to measures the ability of a system to perform for its intended function (and time) and has tools for improving performance. # Probabilistic design uses statistics in the use of probability in product and system design. That slice of information is from our friends at Wikipedia.
A conclusion is a decision reached through reasoning. A result usually thought of as the product of a mathematical process. So a result is on kind of conclusion.
sampling errorS OCCURES WHEN SOME POPULATION UNITS ARE EXCLUDED FOR SAMPLING
inferential statistic
it is most closely related to the process of examining population statistics
Mathematica can be divided into two parts ; viz. Mechanics, and Statistics. Mechanics deals with the movement of a single object in a population. Statistics deals with the movement of the population as a whole. e.g. A single car may move at 30 mph. The total car population may have an average/mean speed of 20 mph.
The disadvantage is that this statistics provide you with a data about a population that has not been fully measured, and therefore, cannot ever be completely sure that the values/statistics that have been calculated are correct.
That is the correct spelling of "parameter" (an aspect of a situation or process).
In statistics, sampling is a process of collecting information from a subset of a population so as to reach conclusions about the whole population. This method is used because collecting information from the whole population is likely to be expensive and time consuming, and in some cases pointless. For example, if you tested the life expectancy of all light bulbs, you would have none left to sell!
I believe scientist use statistics as data to process certain actions from a measured group or population. This can determine certain out comes when test are done repeatedly to obtain an actual statistical outcome.
the basic parameters that forms the bedrock of a recruitment process are: job analysis job specification job description job evaluation
The process of selecting representative elements from a population is called sampling. Sampling involves selecting a subset of individuals or items from a larger group in order to draw conclusions or make inferences about the entire population. Various sampling techniques, such as random sampling or stratified sampling, can be utilized to ensure that the selected elements accurately represent the population characteristics.
A process parameter refers to the current status of a procedure under control. It is also known as a process variable or process value.
PV stands for process value, or precisely current status of process parameters which is to be measured.
importance of statistics in electrical engineering