Question: Using Essential Bundle Food Data construct a two-way table Name of Store Day of Week Raleys Monday Raleys Tuesday Raleys Tuesday Walmart Friday Target Monday
- UsingEssential Bundle Food Data construct a two-way table
| Name of Store | Day of Week |
| Raleys | Monday |
| Raleys | Tuesday |
| Raleys | Tuesday |
| Walmart | Friday |
| Target | Monday |
| Target | Wednesday |
| Walmart | Saturday |
| Raleys | Saturday |
| SaveMart | Sunday |
| Target | Monday |
| Raleys | Wednesday |
| SaveMart | Saturday |
| Raleys | Saturday |
| Raleys | Monday |
| Raleys | Thursday |
| Walmart | Tuesday |
| Target | Tuesday |
| Target | Friday |
| Walmart | Thursday |
| Raleys | Wednesday |
| SaveMart | Monday |
| Target | Thursday |
| Raleys | Saturday |
| Raleys | Thursday |
| Walmart | Tuesday |
| Target | Friday |
| Target | Thursday |
| Walmart | Wednesday |
| Raleys | Monday |
| SaveMart | Thursday |
| Target | Thursday |
| Raleys | Tuesday |
| Raleys | Tuesday |
| Target | Friday |
| Target | Thursday |
| Walmart | Wednesday |
| Raleys | Monday |
| SaveMart | Thursday |
| Raleys | Thursday |
| Walmart | Tuesday |
| Target | Friday |
| Target | Thursday |
| Walmart | Wednesday |
| Raleys | Monday |
| SaveMart | Thursday |
| Target | Thursday |
| Raleys | Tuesday |
| Raleys | Tuesday |
| Target | Friday |
| Target | Thursday |
| Walmart | Wednesday |
| Raleys | Monday |
| SaveMart | Thursday |
| Raleys | Thursday |
total=54
- State categorical variables.
- Identify explanatory and response variables.
- Based on the table constructed, what question could be answered based on the explanatory and response variables?
- Computea row anda column (marginal) probabilities. Use appropriate notation and create a sentence interpreting each probability. Show your work.
- Computetwo conditional probabilities to compare the relationship between the two (or more) categorical variables. Use appropriate notation and create a sentence interpreting each probability. Show your work.
- Computetwo joint probabilities. Use appropriate notation and create a sentence interpreting each probability. Show your work.
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