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Which statement about the hyperbola is true?



The point (3.6, 0) is the directrix.

The point (−3.6, 0) is the center.

The point (2, 0) is a focus.

The point (−2, 0) is a vertex.

Which statement about the hyperbola is true The point 36 0 is the directrix The point 36 0 is the center The point 2 0 is a focus The point 2 0 is a vertex class=

Respuesta :

Answer:

The point (−2, 0) is a vertex

Step-by-step explanation:

We are given graph of hyperbola

so, firstly we will draw standard hyperbola graph

we can compare with our given graph

and then we can identify focus , vertex and center

after that we can verify which one is true

Center = (0,0)

Vertex= (-2,0)   and (2,0)

Focus= (-3.6 ,0)  and (3.6 ,0)

So, correct values are

The point (−2, 0) is a vertex

So, answer is

The point (−2, 0) is a vertex


Ver imagen rejkjavik
abigail4dyce

Answer:

The correct is D

Step-by-step explanation:

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