Huey Long:

Consider the differential equation    

(6 points for the correct answer. 1 bonus point if you have correctly answered 8 questions among Questions 1 through 8 and Question 10.) Consider the following first-order autonomous equation                        

Millicent has worked for a bank for many years, and she plans to retire in a few months.  Each week, money has been withheld from her paycheck.  Millicent knows that when she retires, she will receive monthly payments from a government agency.  The money that she will receive is funded by the money that has been regularly deducted from her paycheck.The government agency that will administer her monthly payment is the:

1. Assume that  and  are any two solutions of the differential equation:          

1. Consider the differential equation

“The dangers are great. Make no mistake about it. Behind the North Koreans and Chinese Communists in the front lines stand additional millions of Chinese soldiers. And behind the Chinese stand the tanks, the planes, the submarines, the soldiers, and the scheming rulers of the Soviet Union. Our aim is to avoid the spread of the conflict.The course we have been following is the one best calculated to avoid an all-out war. It is the course consistent with our obligation to do all we can to maintain international peace and security. ..If the Communist authorities realize that they cannot defeat us in Korea, if they realize it would be foolhardy to widen the hostilities beyond Korea, then they may recognize the folly of continuing their aggression. A peaceful settlement may then be possible. The door is always open….”                                           –Harry S. Truman, 1951The doctrine articulated by President Truman in the above speech is:

Hoover’s early efforts to end the Depression included:

Assume that  is the solution of the following initial value problem. On which of the intervals is  NOT guaranteed to exist?                             

mc019-1.jpg What is the message of this poster?