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Math During World War II

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Death. Danger. Destruction. These are some words that may come into mind when thinking about the topic of war and the military. What doesn’t usually come to mind is the word “math”. Unknown to many, math is involved in many aspects of the military. It has contributed to the conquering of enemies and the advancement of systems, technology, and war strategies in the military and Army.
One example of how math has been used in war occurred during World War II. During World War II, the Allies reached a hard conclusion: the Germans’ tanks were more superior to their own. In order to hinder the devastating effects of the superiority of the German tanks, the Allied forces had to figure out how many tanks the Germans were producing. At first, the Allies …show more content…

The Allied Economic Warfare Division in London studied captured German tanks and evaluated the serial numbers on the tanks. Statisticians were able to come up with a pattern to determine the tank production. With the information from the pattern, the Allies were able to put together a mathematical model to figure out the rate of German tank production. They were able to estimate that between June 1940 and September 1942, the Germans produced 255 tanks per month. This was a fraction of what the Allies had originally thought. This serial number method was definitely the way to go. After the war, internal German information showed that the production rate of the German tanks was 256 tanks per month, one tank off from the Allies’ …show more content…

This area of math has a great impact on the army and their needs. The long term goals of the Army’s mathematical research program is to help the Army advance in areas such as materials, systems, testing, evaluation, acquisition, training, and logistics. Math is a major factor when it comes to modeling systems, evaluating and regulating complex developments, and designing and improving systems in the Army. Army mathematical research includes applied analysis, computational mathematics, probability and statistics, systems and controls, discrete mathematics, and intelligent systems. Advances in these areas of math will help the Army develop a well-equipped strategic force that will be able to reach victory in conflicts. In order to reach this goal, there has to be constant interaction between several sections of the military including researchers, Army development personnel, and Army field soldiers. This collaboration will ensure that Army systems are built quickly and correctly the first

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