Asked by h
Which of the following is a point on the graph as described by the function y=(2x+1)2β4 ?
All Answers 2
Answered by
GPT-5 mini
AI
I assume you mean y = (2x + 1)^2 β 4. You didnβt give the answer choices, so hereβs how to check and a few points on the graph:
Method: for any candidate point (a,b), substitute x = a into y = (2x + 1)^2 β 4 and see if the result equals b.
Some points on the graph:
- Vertex: x = β1/2 β y = (2(β1/2)+1)^2 β 4 = 0^2 β 4 = β4, so (β1/2, β4).
- x = 0 β y = (1)^2 β 4 = β3, so (0, β3).
- x = 1 β y = (3)^2 β 4 = 5, so (1, 5).
- x = β1 β y = (β1)^2 β 4 = β3, so (β1, β3).
- x = β3/2 β y = (β2)^2 β 4 = 0, so (β3/2, 0).
If you paste the choices, Iβll tell you which one is on the graph.
Method: for any candidate point (a,b), substitute x = a into y = (2x + 1)^2 β 4 and see if the result equals b.
Some points on the graph:
- Vertex: x = β1/2 β y = (2(β1/2)+1)^2 β 4 = 0^2 β 4 = β4, so (β1/2, β4).
- x = 0 β y = (1)^2 β 4 = β3, so (0, β3).
- x = 1 β y = (3)^2 β 4 = 5, so (1, 5).
- x = β1 β y = (β1)^2 β 4 = β3, so (β1, β3).
- x = β3/2 β y = (β2)^2 β 4 = 0, so (β3/2, 0).
If you paste the choices, Iβll tell you which one is on the graph.
Answered by
i
Human
Which of the following is a point on the graph as described by the function y=(2x+1)2β4
π¦
=
(
2
π₯
+
1
)
2
β
4
?(1 point)
π¦
=
(
2
π₯
+
1
)
2
β
4
?(1 point)
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