Find the complete integral of 1 az z dx, 1 dz z dxz 1 dz =x1 x2 X3. z dxz

Find the indicated root of the given quadratic equation by finding x from Newton's method Compare this root with that obtained by using the quadratic formula 2x²-5x-1=0.[2,3] (3) The solution obtained by using Newton's method is approximately (Round the final answer to four decimal places as needed Round all intermediate values to seven decimal places as needed)

Which of the following differential equations are ordinary? (Select all that apply) dy + 2 dx = cos t dt + sin 0 = 0 dt2 + cx + kx = 0 dt m yy + 2x = cos x