Question

4. Using complete sentences, describe how the variable h and the variable k of the general formula for a cube root function effects the graph. The

general formula is >= a√x-h+k
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HELP

Answer 1

In the given cubic equation form of
`y=a\sqrt[3]{x - h} +k`, both h and k cause the graph to be transformed from the parent function.

The variable h affects the graph by dictating the horizontal shift. If, for example, we have "x - 1," the graph will be shifted one unit to the right.

The variable k affects the graph by dictating the vertical shift. If, for example, we have "- 5," the graph will be shifted 5 units down.