Consider these rates of growth: f(n) = 1,000,000 x n; g(n) = 10 x n^3; h(n) = 2^n

What are the appropriate constants c and d for the inclusions of f(n) O(g(n)), f(n) O(h(n)), and g(n) O(h(n))? What is the smallest integer n such that the values f(n) <= g(n) <= h(n)?

Note: The book uses c x f(n) + d when trying to find the constants c and d.