Let p be a real root of the equation f(x) = 0 (/(p) = 0) and assume that f'(x) is continuous and nonzero in a neighborhood of p. suppose that when the equation f(x)= 0 is changed to f(x) = 6 for sufficiently small o, and the root changes fromp to a unique p, i. e., p satisfies f(p) = 6. determine a the absolute condition number p l lim s-+0 к— under what condition(s) will k be large? give an example that k is large.