Identify two healthcare problems with mathematical solutions. An actual or hypothetical situation may be used as an example. Any actual situation should be presented as a hypothetical one, with any names and other identifying information changed to protect anonymity. For each problem, begin with a brief summary of the situation. Provide step-by-step demonstration of the math execution. Give a rationale for why this example is important to practice.
n small before it became small. Moreover, if things only became smaller, and not larger, eventually everything would be miniscule. And if it was the other way around, where everything only became larger, and not smaller, everything would eventually be one thing, because everything would have joined together. If this were the case then we would notice that things only become smaller, shorter, or uglier, and never their opposites, or vice versa. Socrates shows that things do transition from two opposites, by referencing to observable examples. He contrasts this to death, and claims that there has to be a cycle of becoming alive and becoming dead, or else everything would become dead, or vice versa. The analogies that Socrates uses are applicable to every corporeal thing in the universe. Everything is either large or small, tall or short, etcetera. He claims that there is a process of becoming from its opposite (e.g. something becoming larger from being small), and that this process is cyclical. For if everythi>GET ANSWER