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exercises/05-pscores-exercises.qmd

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Below is a proposed DAG for this question.
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*Knit this document to see the DAG or refer to the slides*.
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*Render this document to see the DAG or refer to the slides*.
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```{r}
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set.seed(1234)
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## Your Turn
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*After updating the code chunks below, change `eval = TRUE` before knitting.*
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*After updating the code chunks below, change `eval: true` before rendering*
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Now, fit a propensity score model for `extra_magic_morning` using the above proposed confounders.
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exercises/06-pscores-using-exercises.qmd

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## Your Turn 1 (Matching)
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_After updating the code chunks below, change `eval = TRUE` before knitting._
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*After updating the code chunks below, change `eval: true` before rendering*
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Create at "matched" data set using the same propensity score model as above and a caliper of 0.2.
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## Your Turn 2 (Weighting)
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_After updating the code chunks below, change `eval = TRUE` before knitting._
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*After updating the code chunks below, change `eval: true` before rendering*
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Add the ATE weights to the data frame, `seven_dwarfs_prop`
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exercises/07-pscores-diagnostics-exercises.qmd

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## Your Turn 1
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_After updating the code chunks below, change `eval = TRUE` before knitting._
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*After updating the code chunks below, change `eval: true` before rendering*
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Calculate the standardized mean differences with and without weights
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exercises/08-outcome-model-exercises.qmd

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## Your turn
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_After updating the code chunks below, change `eval = TRUE` before knitting._
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*After updating the code chunks below, change `eval: true` before rendering*
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Create a function called `ipw_fit` that fits the propensity score model from Exercise 03, incorporates the ATE weights calculated in Exercise 04, and fits a weighted outcome model.
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