Assessing Causal Inference

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I don’t understand this Statistics question and need help to study.

Wirite an assessment of causal inference of your chosen epidemiological association using one of the three models (the Bradford Hill criteria, Rothman’s Sufficient Component Cause model, orthe consideration of counterfactuals.)

Explain how that model addresses causal inference, and provide specific examples from the epidemiological research you selected to support your assessment. Finally, explain which criteria from the model might be missing empirical evidence that would strengthen your conclusion. Justify your explanations and choice of model using scholary referencesDefine what strategy is and recall your experiences
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Define what strategy is then recall your experiences in your current or past work environment.

1. What happened when a manager used good strategy in your organization.

2. Briefly describe the situation, then discuss the results.

Only a paragraph or soart disscussion: nursing case study help
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Throughout this semester, the coursework and textbook has been organized and studied through the framework of Themes. Studying artwork by themes allows us to see the connections of many cultures throughout time.
Choose TWO themes that you have previously studied, and compare them- make sure to provide some connections between them, if applicable. The themes are the psychological selfie portrait and the the own morality aspect. As usual, provide at least one image PER theme!Discussion board: assignment help online
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Hi I have submit tow discussion board also, I have submitted student reply please I need a short comment for it

Discussion 1

Describe a real-life situation in which you may want to solve a system of linear equations. What do the y-intercepts represent in your example? What does the solution (or intersection) represent in your example?

Student replay

Relation between two variables is described by linear equation. A real life example of linear equation is renting a car. Let rent for a car is $10 per day and $0.20 per mile it travelled. This scenario can be described with the help of a linear equation. A linear equation is generally represented as y = mx + c, where m is the slope and c is y-intercept. In the example above, y-intercept is 10 and slope is 0.20. Setting up the equation, y = 0.20x + 10 where x represents number of miles travelled. So if 10 miles are covered the total expense will be y = 0.20(10) + 10. This will result y = $12. So, this is the total expenditure of the trip.

Discussion 2

Will the sum or difference of two radical expressions always yield a radical expression? Will the product or quotient of two radical expressions always yield a radical expression? Explain.

Students reply:

The sum or difference of two radical expressions will be the result of these radical expressions either added or subtracted. Meaning if we have square root 2 plus square root 3, this will not be equal to square root of 5, but instead it will be the result of square root two plus the result of square root 3. Whereas the product of the same numbers will be the same as if we multiplied those numbers under the square root. So radical 2 times radical 3 will be the same as radical 6.Algorithm Research assignments
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Application of Research (related to the dataset and code used for the algorithm):
The sections below are specific to the application of the algorithm to the dataset of your choice

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Dataset description and link to exact location obtained from (1 paragraph) Important notes, as applicable, describing what you learnt by applying the algorithm to the specific dataset (max 1 page) Supporting diagrams and additional notes (e.g. suggested further research)

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