Match each table with its equation.
Match each table with its equation.
| Přetahovatelná položka | arrow_right_alt | Odpovídající položka |
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Match each table with its equation.
| Přetahovatelná položka | arrow_right_alt | Odpovídající položka |
|---|---|---|
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Match each graph with its equation.
| Přetahovatelná položka | arrow_right_alt | Odpovídající položka |
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Match each story with its equation.
| Přetahovatelná položka | arrow_right_alt | Odpovídající položka |
|---|---|---|
Martin has 3 dollars and earns 5 dollars each day. | arrow_right_alt | |
Martin has 5 dollars and earns 3 dollars each day. | arrow_right_alt |
Janae has $75 in her savings account and earns $8/hour babysitting the neighbor's kids.
If x represents the number of hours she babysits and y represents the amount of money in her savings account, which equation represents this situation? (check all that apply)
Which of the stories below could be represented in this table? Check all that apply.
Consider the table below and the story "Jay owes Jane $50 and pays her back $5 per week."
In the equation y=5x-50, what would x and y represent? (click the two that work)
Jay owes Janes $50 and pays her back $5 per week. Let x represent the number of weeks that have passed, and let y represent the amount Jay still owes Jane. What is the equation for this situation? (in y=mx+b form)
Jay owes Janes $50 and pays her back $5 each week. Which graph represents this situation if y represents the amount Jay owes Jane?
How are you feeling about the different representations of linear relationships? Story, table, equation, and graph... are there any that you're struggling with more than others?
Submit your answer to see the correct answers. If you got any wrong, see if you can figure out why. Do you have any questions?
