Question: explain additional analyses that could be done with the variables selected. Consider confounding variables, discrete or continuous data, the effects of outliers. etc Types of

explain additional analyses that could be done with the variables selected. Consider confounding variables, discrete or continuous data, the effects of outliers. etc

explain additional analyses that could be done with the variables selected. Consider

Types of Data: Gender and Weight 1. Gender- Qualitative data as gender describes/ or labels a population and it is a non-numerical entry. An attribute that one possesses in which the researcher is sampling 2. Level of measurement: Nominal: Qualitative data only Uses labels or names - Gender has 2 categories . No mathematic computations can be made with this data 3. Type of sampling: Stratified sampling - The population is divided into subgroups (strata) based on specific characteristics such as gender . Within the strata random sampling is used to choose the sample 4. Advantages and Disadvantages: Advantages: . Strata cab be proportionally represented in the final sample It is easy to easy to compare subgroups - Disadvantages: Information must be gathered before being able to divide the population into subgroups - Weight- Quantitative data as weight is a numerical measurement and has a numerical meaning - Level of measurement: Ratio: The scale for weight in pounds starts at zero pounds. - There is an inherent zero; an absence of value Type of sampling: Simple random sampling Obtaining a patient's weight in a doctor's office - Advantages and Disadvantages: - Advantages: . Participants have an equal and fair chance of being selected . This technique also provides randomized results from a larger pool such as from hospital admissions - Disadvantages: . Success relies on population count (Low admission rate) - Patterns can be predicted (Specialty of doctor's office (Peds, Cardiologist, respiratory MD office) References: Chamberlain University. (2021). MATH225N-16557 Week 1: Lesson | Introduction to Statistics: Data Collection and Data

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