Compute the arc length of a polynomial curve y = f(x) over a given interval using the arc length integral formula.
Compute the arc length of a polynomial curve y = f(x) over a given interval using the arc length integral formula.
Enter comma-separated coefficients of f(x), highest degree first.
Arc length is computed by integrating √(1 + (dy/dx)²) over the interval. The derivative is found first using the power rule.
How this calculator works
Arc length is computed by integrating √(1 + (dy/dx)²) over the interval. The derivative is found first using the power rule.
Common questions about this calculator
