SOLUTION: 2 Infant mortality rates (IMR) (i.e. the probability of a child dying before the age of one year) vary by race. In 2001 in the USA the IMR for Caucasians was 0.0057 and for Africa

Algebra.Com
Question 437220: 2 Infant mortality rates (IMR) (i.e. the probability of a child dying before the age of one year) vary by race. In 2001 in the USA the IMR for Caucasians was 0.0057 and for African Americans it was 0.0133. Suppose three Caucasian children are selected at random.
a. What is the probability all three will live past the age of one year?
b. What is the probability that at least one will die within one year?
c. Repeat part a and b for three randomly selected African American children

Answer by stanbon(75887)   (Show Source): You can put this solution on YOUR website!
2 Infant mortality rates (IMR) (i.e. the probability of a child dying before the age of one year) vary by race. In 2001 in the USA the IMR for Caucasians was 0.0057 and for African Americans it was 0.0133. Suppose three Caucasian children are selected at random.
a. What is the probability all three will live past the age of one year?
Ans: (1-0.0057)^3
-----------------------------------
b. What is the probability that at least one will die within one year?
Ans: 1-(1-0.0057)^3
------------------------------------
c. Repeat part a and b for three randomly selected African American children
Ans: (1-0.0133)^3
and 1-(1-0.0133)^3
==========================
Cheers,
Stan H.

RELATED QUESTIONS

if 1 person dies in an accident. What is the probability of 2 people... (answered by stanbon)
a 30 year old can purchase a one year life insurance policy for 20,000 at a cost of... (answered by bucky)
A 28 year old can buy a one-year life insurance policy of $25,000 for $150. Past history... (answered by stanbon)
A 1 month old infant drinks 3 1/2 ounces of formula every four hours. How many ounces... (answered by JBarnum)
I need some help creating this linear equation. Help Please! By the time and infant... (answered by scott8148)
Over the past 30 years in the US there has been a strong negative correlation between the (answered by stanbon)
The mortality rate from heart disease can be modelled by the relation M = 88. 8(0. 9418)... (answered by Boreal)
According to a certain book, men have a 16.198% chance of dying at age 90. A group of... (answered by stanbon)
Any help is greatly appreciated. Thanks! Brooks Insurance Inc. wishes to offer life... (answered by Theo)