QUESTION 5 Let T(n) denote the asymptotic run time of this function. int B(int n) { if (n == 0) return 1; if (B(n/2) >= 10) else return 10; } return B(n/2) + 10; As n increases, which of hthe following is true? **T(n) + 2(m2) 06T(n) E O(n) T(n) E O(2") dT(n) + V(n log(n)) QUESTION 6 Consider the function below. Let T(n) be the asymptotic run time depending on n. int D(int n) { if (n == 0) return 1; if (n== 1) return 3; return D(n-1) + D(n-2)*D(n-2); } Which of the following statements is true? Ob. T(n) O(na) b.T(n) E O(n) OcT(n) (n log(n)) Od:T(n) E O(2")