



How does finding the root of this function relate to the cube root of one hundred?
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what is the cube root of 100
- Where does the graph of y = cube root of x intersect the axes?
- How can I use logarithms to find the cube root of one hundred?
- Can we use the rational root theorem to find integer roots of x^3 - 100 = 0?
- How many digits after the decimal point should I consider for the cube root of one hundred?
- Can we use the bisection method to find the root of f(x) = x^3 - 100?
- Is the cube root function concave up or concave down near x = 100?
- What is the cube root of 0.1?
- What is the cube root of 27?
- Is the cube root of one hundred an irrational number?
- Also, the graphs of y = x^(1/n) for odd n have point symmetry about the origin, while for even n, the graphs (for non-negative x) do not have this symmetry (they might have symmetry about the y-axis if we consider x^n).
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