“Trying to brave it out. They have plenty, yet let our men f…

“Trying to brave it out. They have plenty, yet let our men freeze and starve in their prisons. Would you be willing to be as wicked as they are? A thousand times, no! But we must feed our Army first – if we can do so much as that. Our captives need not starve if Lincoln would consent to exchange prisoner; but men are nothing to the United States – things to throw away. If they send our men back they strengthen our army, and so again their policy is to keep everybody and everything here in order to starve us out. That, too, is what Sherman’s destruction means – to starve us out.”                                                                                   Diary of Mary Boykin Chesnutt, South Carolina   The strategy used by Sherman referred to in the excerpt was intended to    

This is the same example we did in class about the relations…

This is the same example we did in class about the relationship between pairwise independence, and independence of three or more events. Consider the experiment of two independent fair coin tosses. This experiment has 4 elements in its sample space: {HH, HT, TH, TT}.  Let A={HH, HT} be the event that the first toss is H. Let B={HH, TH} be the event that the second toss is H. Let C={HH, TT} be the event that both tosses are equal. Which of the following statements is incorrect?

A. Topic/Task: Title. List your instructions here. (X pt. ea…

A. Topic/Task: Title. List your instructions here. (X pt. each; X pts. total- Don’t forget to change the point total for the question above in the box Carmen provides ) This is an example of a Fill-in-Mulitple-Blanks question. Think of it as a section of short answer questions. You may change to another question type if you wish! MODELO:  cuaderno (3 / negro): tres cuadernos negros    1. computadora (40 / barato): [blank1] 2. bolígrafo (55 / azul): [blank2]  

This problem has two independent  Bernoulli random variables…

This problem has two independent  Bernoulli random variables X and Y, which means they can either be zero, or one. The probabilities defining the Bernoulli random variables are given as   where [p], and [q]. Next we define two other new random variables Z and W. Let