Standard Deviation of Difference in Proportions
In a study of customer behavior, the proportion of customers leaving at least 100 calories is $$0.25$$ at a revamped restaurant and $$0.19$$ at an unrevamped restaurant. For samples of sizes $$110$$ and $$120$$ respectively, evaluate the standard deviation of the difference in sample proportions $$\sigma_{\hat{p}_1 - \hat{p}_2}$$.
| Restaurant | Proportion | Sample Size |
|---|---|---|
| Revamped | 0.25 | 110 |
| Unrevamped | 0.19 | 120 |
A
$$0.0547$$
B
$$0.0700$$
C
$$0.0450$$
D
$$0.0600$$
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