4. Find a curve defined over the interval [1,2] whose length is given by the following integral,

Question

Regina Hays · Accepted Answer

To find a curve whose length over the interval ([1, 2]) is given by the integral (int_{1}^{2} sq

4. Find a curve defined over the interval \( [1,2] \) whose length is given by the following integral, \[ \int_{1}^{2} \sqrt{1+\frac{1}{x^{2}}} d x \] Can you find other curves defined over this interval with same length?