Question 1: Download the ValleProducts.accdb database. Save the file as ValleeProducts_LastNameFirstName.accdb
Question 2: Create a new table named Orders using the table design below. You may create your table in design view or datasheet view. Save the Orders table as Orders Your Name #3.
![](data:image/png;base64,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)
Question 3: Add the three records listed belowto the Orders table.
![](data:image/png;base64,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)
Question 4: Define a one-to-many relationship between the Customer table and Orders table. Right click in the window and select Show table. Select the referential integrity option and both cascade options for the relationships. Save the relationship.
Question 5: Create a query based on Customer table that shows CustomerNum, CustomerName, Street, City, and State for all customers in Grand Rapids, South Bend, and Toledo. This will be a List-of-Values query.
Save as #5 Cities YourName. Query results will show 8 records.
Question 6: Create a query based on the Coffee Table that displaysall four fields. Show only those records that do not have the following Coffee Types: African, Blended, and Flavored.
Save as #6Coffee Types YourName. The query results willshow 13 records.
Question 7: Create a query based on the Product Table that shows all Decaf products that have a WeightCode field value of A, or whose Price field value is less than 30. Display all fields from the Product table. Open the Product table and look in design view if you need information about how Decaf is listed there. Remember to indicate Decaf in both rows. Hint: Look in design view of the Product table to see how Decaf is displayed. You must be sure to use the OR operator for A or < 30 which means those two criteria must be on two different rows.
Save the query as #7 Decaf YourName. Your results should show 35 records.
Question 8: Create a new query based on the Product table. Use aggregate functions to find the lowest, average and highest values in the Price field. Name the fields: Lowest Price, Average Price and Highest Price, respectively.
Save the query as #8 Prices YourName. Your results will show one row of results: $7.99 $30.36 $234.00
Question 9: Create a new query based on the Product table. Use aggregate functions to find the lowest, average and highest values in the Price field by WeightCode. Name the fields: Lowest Price, Average Price and Highest Price, respectively.