If you come to the conclusion that the integral diverges, answer with 2019. log x 625 + x2 5 da = - log n m The equation above holds for integers m and n, with n being power free. Find m + n. Find the smallest constant C such that for every polynomial P(x) of degree 3 that has a root in the interval [0, 1], P(x)de SC. max |P(z). Enter [1000 0]. A wire of length 11 m, is to be hung between two poles that are separated by a horizontal distance of 10 m. The two hanging points have the same elevation above the ground. Find Ah, the difference in elevation between each of the hanging points and the point half way between the two poles? ( cos ? 2 ) " da The integral above converges for every n greater than k. Find the smallest possible value of k A crazy ant is standing on the origin. It begins by walking 1 unit in the +a-direction and then turns 45" counterclockwise and walks = units in that direction. The ant then turns another 45" and walks = units in that direction. The ant keeps doing this endlessly. How far is the ant's final position from its initial position