Assume the proportion of the time within a year, Y, and any flood by Kucuk Menderes River is determined to approximately follow a beta density function below; fW) = { 50 5(1 – y)*, 0

Assume the proportion of the time within a year, Y, and any flood by Kucuk Menderes River is<br>determined to approximately follow a beta density function below;<br>fW) = { 50<br>5(1 – y)*, 0< y < 1,<br>0,<br>elsewhere,<br>a) Find a and B<br>b) Without using any table or source, find the chance that the flood occurs at most 10% of a<br>year?<br>

Extracted text: Assume the proportion of the time within a year, Y, and any flood by Kucuk Menderes River is determined to approximately follow a beta density function below; fW) = { 50 5(1 – y)*, 0< y="">< 1,="" 0,="" elsewhere,="" a)="" find="" a="" and="" b="" b)="" without="" using="" any="" table="" or="" source,="" find="" the="" chance="" that="" the="" flood="" occurs="" at="" most="" 10%="" of="" a="">

Jun 08, 2022

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Assume the proportion of the time within a year, Y, and any flood by Kucuk Menderes River is determined to approximately follow a beta density function below; fW) = { 50 5(1 – y)*, 0

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