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For each of the following graphs, determine whether or not there is an Euler cycle. If yes, give such a cycle, by the method given in class. If not, explain why not and whether or not the graph has an Euler path (which is not a cycle). If yes, draw it: if not, why not? Solution Hope you will rate.. In both graphs no eularian cycle is exist..

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For an early study of the relationship between diet and heart disease, the investigator obtained data on heart disease mortality in various countries and on national average dietary compositions in the same countries. The accompanying graph shows, for six countries, the 1948 - 1949 death rate from degenerative heart disease ( among men aged 55 - 59 years ) plotted against the amount of fat in the diet.30 In what ways might this graph be misleading? Which extraneous variables might be relevant here? Discuss. Solution From the above graph it is clear that it explain about the Heart diseases due to the factor of Fat content in the body only. But in reality the fact that Fat is not only cause for Heart diseases. So in tis way the graph is misleading. The other factors which are relevent here are Diabetes, Smoking and Heredity. These are the major factors which are causing the Herat diseases. For accurate study of these variables will provide good results to the research study. Heredity. These are the major factors which are causing the Herat diseases. For accurate study of these variables will provide good results to the research study..

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