What differentiates the shape of a graph of a square root function from the shape of a graph of a cube root function? Compare the graphs.

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asked Mar 16, 2020 132k views

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Saurin · Answer 1 · 2020-03-19T03:11:28+0000

Answer:

Both functions are increasing. However, a cube root function starts out flatter, then the curve gets more vertical, and then it flattens out again. A square root function starts out more vertical and then flattens out as the independent variable increases.

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Anaa · Answer 2 · 2020-03-22T15:46:05+0000

Answer:

Square root function only continues in one direction forever whereas the cube root function continues in two directions forever.

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What differentiates the shape of a graph of a square root function from the shape-example-1

What differentiates the shape of a graph of a square root function from the shape of a graph of a cube root function? Compare the graphs.

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