Which of the following medication is contraindicated for pregnancy because of teratogenic effects?

A woman has just given birth to an infant whose 1 minute Apgar score is 9. Meconium stained amniotic fluid was noted upon rupture of membranes. What action by the nurse is most appropriate?

A nurse assess the fetal position in a laboring woman. The fetal position is documented as LSP. What action by the nurse is best?

Finally, with X the total number of blocks so that X = X_1 + … + X_n, calculate E(X) by completing the calculation    E(X) = E(X_1) + \sum_{i=2}^n E(X_i) =  … Your result should be as simplified as possible (and make sure to check that it coincides with your previous answers when n = 1, n = 2, n = 3).  

Consider the undirected graph G given below. Now answer the following questions. (You do not need to argue for your answers. You can write an edge by its end points, like 78 or 87 for the rightmost edge.)1) What are the bridges of G, if any?(Recall that a bridge in a connected graph is an edge with the property that if it is removed, the resulting graph is not connected.) 2) Assume that G is traversed by the Depth-First Search algorithm, starting with node 1 and for each node exploring its neighbors in numerical order (for example, when exploring node 3, node 2 will be processed before node 5).List the back edges.

For n = 2, each of the sequences  HT and TH has 2 blocks while each of the sequencesHH and TT has 1 block; hence the expected number of blocks is k/2 where k = 

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);