In this scenario, the domain can be defined as the number of weeks it will take for Justin to reach his savings goal of $135. The possible values for the domain can be expressed as follows:
Domain: {1, 2, 3, 4, 5, 6}
This represents the number of weeks Justin needs to save in order to reach his savings goal.
Domain considering the scenario: Justin has $10 in his account and plans to save $25 each week until he reaches $135 for the new game he wants to buy.
3 answers
whats the x and y tho.? (,)
In this scenario, the variable x represents the number of weeks and the variable y represents the amount of money Justin has saved. The relationship between x and y is such that the amount of money saved increases by $25 each week.
For example, in week 1, Justin has saved $25 (x = 1, y = $25). In week 2, Justin has saved $50 (x = 2, y = $50), and so on.
The values can be expressed in a table:
Week (x) | Amount saved (y)
-------------------------
1 | $25
2 | $50
3 | $75
4 | $100
5 | $125
6 | $150
It is important to note that Justin will stop saving once he reaches his savings goal of $135, so the variable y will not continue to increase after reaching this amount.
For example, in week 1, Justin has saved $25 (x = 1, y = $25). In week 2, Justin has saved $50 (x = 2, y = $50), and so on.
The values can be expressed in a table:
Week (x) | Amount saved (y)
-------------------------
1 | $25
2 | $50
3 | $75
4 | $100
5 | $125
6 | $150
It is important to note that Justin will stop saving once he reaches his savings goal of $135, so the variable y will not continue to increase after reaching this amount.