*Take home exercise 1 (Example 7 in 3.4-3.6 lecture slides) As many as one in every 500 African Americans in the US are reported to have sickle cell anemia. One in 10 is a carrier of the trait, and...

How they get the table. That is the answer but I don’t know how to get the p(x) In this case.

Extracted text: *Take home exercise 1 (Example 7 in 3.4-3.6 lecture slides) As many as one in every 500 African Americans in the US are reported to have sickle cell anemia. One in 10 is a carrier of the trait, and carriers who marry have a 1 in 4 chance of passing the disease to their children. Suppose a carrier has three children and the transmission of the disease from the carrier to any one child is independent of whether or not the carrier transmits to another Let X number in 3 that got sickle cell anemia. Find the probability distribution of X X 10 1 2 3 27/64 P(X) 27/64 9/64 1/64 888 esc CO 4 F2 4 7 F10 # $ & 2 3 4 6 7 delete Q W E R T Y U O P tab S A D F J K caps lock return C B shift shift 98 fn option control command command option Wreks put 4/4 4/4 M N T CG LL TRAIORDA 9O99000099


Extracted text: P(x) Graph: .5 .4 .3 2 .1 х 0 1 2 3 esc # % & 2 4 delete Q W E R Y U P tab A D F G K caps lock return Z X C V B N shift shift fn option control command command option Weks 4/4 44 4/4 4 O 0 4 2 prabability distributien da duscu A IDA TRAL UNIVERS O