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Get Worksheet 2-2 To Be Or Not To Be Proportional
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How to use or fill out the Worksheet 2-2 To Be Or Not To Be Proportional online
The Worksheet 2-2 To Be Or Not To Be Proportional is designed to help users understand and determine proportional relationships between different quantities. This guide will provide step-by-step instructions on how to fill out the worksheet accurately online.
Follow the steps to complete the worksheet effectively.
- To obtain the form, click the ‘Get Form’ button to access it in your digital workspace.
- In the first section, enter the names and details of the individuals involved, such as Dylan and Angela. Fill in their work hours and earnings to analyze their hourly wage.
- For question 1, calculate and fill in how much each person makes per hour. Use the formula 'total earnings ÷ hours worked' for each individual.
- In question 2, assess and document whether Dylan's wage for 25 hours is proportional to Angela's wage for 42 hours. Provide a brief explanation for your answer.
- Next, refer to the provided tables. For Table 1 and Table 2, find the ratio of total cost to the number of hours for each entry. Simplify the fraction and write it in the appropriate field.
- Respond to questions regarding which table shows a proportional relationship and explain the reasoning behind your selection.
- For the graphs section, analyze the graphs corresponding to both tables. Indicate which graph depicts a proportional relationship and provide justification.
- Review and determine which tables and graphs represent proportional relationships based on the criteria stated in the worksheet.
- Finally, answer the last questions related to proportional versus non-proportional relationships and fill in the conclusion sections of the worksheet.
- After completing the worksheet, remember to save your changes, download, print, or share the filled document as required.
Complete the Worksheet 2-2 To Be Or Not To Be Proportional online today and enhance your understanding of proportional relationships!
A non-proportional relationship is a relationship where in a table of values, the ratios of their output values to input values are not constant. The graph of a linear equation does not pass through the origin and the equation in the form y = mx + b, where m is the slope and b is any number other than zero.
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