First answer gets brainiest answer

a. The vertical line test confirms that the graph is a function
b. The domain is x[tex] \geq [/tex]2
c. the range is y[tex] \geq [/tex]2
d. This piecewise function is made of 4 intervals
e. Each interval of the piecewise function contains a graph of a linear function

First answer gets brainiest answer a The vertical line test confirms that the graph is a function b The domain is xtex geq tex2 c the range is ytex geq tex2 d T class=

Respuesta :

A is true.  There is no vertical line that can intersect this graph twice.

B is false.  The function is defined for all [tex]x \geq -2[/tex].

C is true.  The minimum value of [tex]y[/tex] is [tex]2[/tex].

D is false.  The piecewise function is made of one semicircle and one line, just two functions.

E is also false.  The circular arc is a nonlinear function.

Thus, the answer is A and C.
From my calculations I did on a piece of paper, I came up with The vertical line test confirms that the graph is a function (which is option A.) and The range is y > 2 (which is option C.) 

The rest of your options are not true 

But, [tex]Good Luck! [/tex] 

:)  



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