Integrate f(x) = 1/x over the interval [0.2, 1] using the trapezoidal rule with an adaptive...

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Integrate f(x) = 1/x² over the interval [0.2, 1] using the trapezoidal rule with an adaptive integration scheme, i.e., halving the panel width h at each iteration until the integral value does not differ more than 0.02 between two iterations. At what value for h do the computation terminate? Integrate f(x) = 1/x² over the interval [0.2, 1] using the trapezoidal rule with an adaptive integration scheme, i.e., halving the panel width h at each iteration until the integral value does not differ more than 0.02 between two iterations. At what value for h do the computation terminate?