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What Pandemic?: Physical Memorilization Of The 1918 Pandemic, Carly M. Kauffman Jan 2021

What Pandemic?: Physical Memorilization Of The 1918 Pandemic, Carly M. Kauffman

Master's Theses

Throughout history there have been many significant events the people find worth remembering. Some of these events are significant enough that people build structures to honor, commemorate, or memorialize them. However, there are some events that are also significant, yet they seem to warrant little or no memorialization. In the United States' historical narrative, it seems that the Influenza Pandemic of 1918 is forgotten among the chaotic period of World War I and the interwar years. The lack of traditional memorials dedicated to the 1918 Pandemic can be attributed to the lack of acknowledgement of the pandemic in terms of …


A Study In Retention In Fundamental Operations In Algebra, George Adams Jul 1946

A Study In Retention In Fundamental Operations In Algebra, George Adams

Master's Theses

The problem is to discover as nearly as possible, "The retention of sophomores, who the preceding year had taken algebra, in the four fundamental arithmetic operations of positive and negative numbers.” The four fundamental arithmetic operations are namely: addition, subtraction, multiplication and division. In making computations with positive and negative numbers there are four possibilities involving cases concerning a positive and a negative , a negative and a positive , two negative , and two positive numbers . Negative numbers are numbers having a minus value and positive numbers are numbers which have a plus value.


A Study Of Retention Of Percentage, Fred Dellett Jul 1946

A Study Of Retention Of Percentage, Fred Dellett

Master's Theses

The problem of this thesis was to determine by means of a test the retention of the fundamentals of percentage as shown by be ginning eighth grade pupils, who were taught percentage the previous year in the seventh grade. The fundamentals of percentage are here considered as the changing of percents to decimal fractions or common fractions, the reverse procedures, and the three types of problems arising from the relation, base times rate equals part. These quantities, base, rate, and part, are represented in the example, 300 X 12% = 36, respectively. Because of the inherent relationship of decimal fractions …