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Perform by the bisection method, take three steps, find x and y on the 3rd step, determine the error. root isolation interval, find graphically. Check the convergence condition, find the roots by the Gauss-Seidel method after 3 iterations, determine the error of the obtained solution. The determined integral, with integration limits from 0 to 2. Find the approximate value by the trapezoidal method, the number of partition intervals (n) = 5. Show graphically the exact and approximate solution. Find the general form of the Lagrange polynomial, determine the value at x = 2, plot the Lagrange polynomial. Plot points on the coordinate plane, visually determine the nature of the future dependency, find the formula of the approximating dependency by the least squares method and calculate the mean square error. Find elements C23 and C23. Write down the formula that ensures the calculations are performed. Find the root isolation interval of a nonlinear equation graphically. Refine the root by the chord method, taking three steps of the iteration process. Solve a system of linear equations using the iteration method (ɛ = 0.1). Before solving, it is necessary to prove the convergence of the iteration process.
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