Short Answer 
The total number of parts needed for two containers is 8 (2 containers ‚àöo 4 parts each). The fraction that describes how this total compares to the parts in each container is 2 (8 parts ‚àö‚àë 4 parts), resulting in a whole number of 2 and a fraction of 8/4.
Step 1: Understand the Total Parts Needed
First, identify the total number of parts that need to be filled in the containers. In this case, you have two containers that require four parts each. Therefore, calculate the total number of parts by multiplying the number of containers by the parts required per container:
- Total number of parts = 2 containers * 4 parts each = 8 parts
Step 2: Calculate the Fraction Greater than One
Next, determine the fraction greater than one that describes how the total number of parts compares to the parts in each container. This is calculated by dividing the total parts by the parts per container:
- Fraction = Total parts ‚àö‚àë Parts per container = 8 parts ‚àö‚àë 4 parts = 2
Step 3: Conclude with the Final Values
Finally, summarize the results you’ve calculated. The whole number greater than one is 2, and the response in terms of both whole number and fraction is expressed as:
- Whole number: 2
- Fraction greater than one: 8/4