Can we set up the problem this way: sum_{i=0}^k [(10+k) choose (10+i)] (.51)^(10+i) >= .99 find the minimum value of k that satisfies the inequality.
Can we set up the problem this way: sum_{i=0}^k [(10+k) choose (10+i)] (.51)^(10+i) >= .99 find the minimum value of k that satisfies the inequality.