Now for the general reasoning: for each i in 1..n, we define an indicator random variable X_i such that X_i = 1 iff a new block starts at flip i.Clearly, X_1 = 1 with probability [p1], whereas for i with  1 < i

We are given two strings of characters, represented as arrays A(1..n) and B(1..m).Our goal is to find a string, as long as possible, that is a subsequence of both (a common subsequence). Examples: for the strings “oranges” and “strawberry”, the (unique) answer is “rae” with length 3; for “goal” and “olga”, the answer is  either “ga” or “oa” or “ol”. We shall solve this program using dynamic programming, and construct a table M(0..n,0..m) where each entry M(i,j) denotes the maximal length of a common subsequence of A(1..i) and B(1..j). This is done by the below code which in time Theta(nm) tabulates M and then prints in reverse a longest common subsequence; you must fill in the details. for i

a. Using the image below state which planet would have the longest orbital period(revolution). b. Explain why.   

What is the output of the following loop structure?   for (int y=0; y< 22; y+=5)     System.out.println(y);  

  What is the output of the following code ?   int x = 5; do{   if (x==7)        break;       ++x; }while(x

The following loop does zero iterations. (T/F)   int x = 5; do{    ++x; }while( x ==10);    

The break statement causes the program to end. (T/F)

The pressure in the intrpleural space is ___________ the intrapulmonary pressure in the lungs.

What molecule introduces pores in the membrane of targeted cells?

Gray’s Peak in Colorado is 14,270’ high. Considering how we inspire (breathe in), why do we become so winded when performing tasks at high altitude? (4pts)