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A syllogism whose every claim contains three terms each which occur exactly twice you nexactly two of the claims?
categorical syllogism
Rules of subject verb agreement and example of each rules?
subjects and verbs must agree in one another number ( singular or plural)..
Can you give you some examples of categorical data?
Race, Sex, Age group, education level, hair color... Good examples but we might elaborate: we may give categories names. Take for example the variable, hair color. We might name each of the categories like this: red, blonde, black, etc. In this case we would have nominal categorical variables. Further we can think or categorical variables as being ordered such as income level: high, medium, low, very low or socioeconomic class: low, middle, high. These are called ordinal categorical variables because they represent levels and are grouped in levels say from high to low. As another example you might group temperature levels (categories) as cold, cool, warm and hot. So you have nominal categorical variables and ordinal categorical variables. We like to put things into categories. We have classrooms, offices, addresses, etc. We have grade levels in school. What type of categorical variables is "grade"? I graduated from the 3rd grade but my father graduated from the sixth grade. Who has the highest level of education? Why do we categorize things in the world? We group things so we can make sense of the diversity around us. We catgorize animals into species; we even name people when they are born. Is a person's name a variable? Sure is! It's nominal variable. Why is a person's name a variable? Because name changes or varies from person to person. What about the number of people in a classroom. Is that a categorical variable?name of the school
David asks each of his familty members what their favorite vegetable is list four possible values for this variable?
david asks each of his family members what their favorite vegatable is ?is he collecting data on a numerical or categorical variable?
Draw an example of each polygon How many sides and vertices does each one have?
draw an example of each polygon
