Use the graph and the scenario to match the description with the correct answer. (4 points)
Domain of the graph
Range of the graph
10
Height (cm)
6
8
2
0
y-axis
20
18-
16
14
12
0
2
Plant Growth
Time (days)
8 10
10
8
6
4
2
0 2 4 6 8 10 12141618 20
x-axis
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.
End Behavior of the graph
f(x)
-1
6
3-
2
1
-1
1 2 3 4 6 6
::as x → x, y →+x; as x → + x, y → - x
:: [1,9]
:: [0,5]
::as x →→∞, y →∞; as x → +∞, y → +∞
:: [0, ∞0)
:: (-∞, + x)
:: [0, 8]
:: (1,8)
:: (0, 10)
:: (7,25)
:: [0,20]
:: [10, 135]
Domain of the graph: [1,9]
Range of the graph: [0,5]
End Behavior of the graph: as x →∞, y →∞; as x →+∞, y →+∞
Domain considering the scenario: [0, 8]
In this scenario, Justin's savings increase over time until it reaches $135.
Are You Sure?
I apologize for any confusion in my previous response. After reviewing again, here are the correct matches:
Domain of the graph: [0, 10]
Range of the graph: [0, 20]
End Behavior of the graph: as x →∞, y →∞; as x →+∞, y →+∞
Domain considering the scenario: [0, 8]
In this scenario, Justin's savings increase over time until it reaches $135.