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Central tendency in statistics

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Central tendency in statistics

The measure of central tendency in statistics is a fundamental and a typical value in a given set of data. Typically, the central tendency is the centre or the location of a probability distribution. The most common measures of central tendency are the arithmetic mean, node and the median where all the measurers are known as the averages. A primary or a middle tendency is usually calculated and set for the finite values or theoretical distribution.

The authors mostly use the central tendency for denoting the trend of data, for instance, the qualitative data around the fundamental values. In primary tendency distribution, its contrast with the dispersion and variability. The measure may analyze data that contains either a weak or strong central tendency by checking its central tendency.

It is appropriate and critical to transforming a given set of data before analyzing or calculating its central tendency. In an example, squaring the values or taking the logarithms helps in data processing in the preparation of the dimensional data. The transformation of the data depends on the analyzed data, whether it is appropriate to transform the given set of data or not. The arithmetic mean is calculated through the summation of all the measurements, then dividing the total with the observation number in the data set. The median represents the value that separates the higher and lower collection of data. Conversely, the model and the halfway measures represent the ordinal data since their benefits are relatively ranked at each other and are not measured. In the action of the central tendency, the mode is the most frequent value in a given set of data. The mode value is applied in

the measurements of the qualitative data together with the nominal statistics or data.

The nonparametric and the parametric tests ae used in testing hypotheses in biostatistics. The parametric analysis assumes the values distributed, for example, the weight or the height values are normal value distributions. In a case where the benefits of the heights are plotted in a graph, for example, a bell-shaped

curved could be observed, the Gaussian distribution. The parametric tests tend to be more potent when compared to other test s that are nonparametric. In a case where the parametric tests may not suit or used, the nonparametric may be used. These nonparametric tests involve rankings that identify the measurements or weirdness of a distribution. Conversely, the parametric analysis can differentiate two different arms, and therefore, they are more recommended. On the other hand, in hypothesis testing, the nonparametric tests tend to be more efficient compared to parametric testing.

Cross-sectional Study

In the cross-sectional study about coronary heart disease, the result shows survey results abut smoke contribution in causing heart diseases.According to the data, despite smoking habits being associated with coronary heart disease, the data does not mainly show the consequences of smoking. The survey portrays the values that determine if smoking may or may not play a significant role in causing coronary infections and diseases. According to the data, cardiovascular diseases are caused by abuse of substances such as smoking as shown in the table. The survey scrutinized a population of 100 individuals. It is imperative to come up with the outcomes by imputing variables in the entire study. The missing data in a survey may be due to the correction of critical measurements incapability of following the required subjects and the electronic data failure. Luckily to eradicate or minimize the effects, first actions may be taken to control the results thoroughly.

In a nutshell, statistical data are essential in minimizing or avoiding workload, uniquely when identifying critical information, especially for a larger group. The use of nonparametric and parametric is paramount in the evaluation of variables where every stage of testing is vital.The central tendency helps in calculating the calculation of biostatistical data by incorporating other positive results.

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