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Graph the function.

f(x)=√x+4
State four points on the graph of the function: the leftmost point and three additional points.

User Stanley Ko
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Answer: The function f(x) = √x + 4 describes a radical function that maps a real number x to its square root, shifted to the right by 4 units. The graph of this function is an upward-opening parabola that intersects the x-axis at x = -4.

Here are four points on the graph of the function:

The leftmost point: (0, 4)

An additional point to the right of the leftmost point: (1, 4.5)

Another additional point: (2, 5)

The third additional point: (9, 5.5)

Note: The values of x used in these examples are arbitrary and can be any real numbers. These points are only intended to give you an idea of what the graph of the function might look like

Explanation:

User TheSalamov
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