Consider the quadratic function y = 1/5
(x – 2)2 + 5. which statements are true about the function and its graph? check all that apply. the vertex of the function is (–2, 5). there are no real roots for the function. the graph of the function opens down. the graph contains the point (2, 5). the graph intersects the x-axis at one unique point.

There are no real roots for the function.  TRUE

The graph contains the point (2, 5). TRUE

Step-by-step explanation:

For the quadratic function it has vertex (2, 5). Its graph is attached. Since it opens up above the x-axis, it has no x-intercepts and therefore no real roots.

The following are true or false:

The vertex of the function is (–2, 5).  FALSE

There are no real roots for the function.  TRUE

The graph of the function opens down.  FALSE

The graph contains the point (2, 5). TRUE

The graph intersects the x-axis at one unique point. FALSE

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step-by-step explanation:

at least i think its

72 is the answer to this problem