Help me please Complete the following probability tree diagram and answer the questions.a) Fill in the 10 probabilities, writing each as a decimal rather than as a percent.Probability =Has jaundiceProbability =Low birthweightProbability =Probability =Does not haveProbability =jaundiceProbability =Has jaundiceProbability =Probability =Normal birthweightDoes not haveProbability =Probability =jaundiceb) What is the probability that a baby (of any weight) has jaundice? Explain how you obtained this probability.c) What is the probability that a baby is considered low birth weight and does not have jaundice? Explain yourreasoning. 1) A newborn baby is considered to be "low birth weight" if the baby weighs less than 5 pounds, 8 ounces at birth.Many low-birth-weight babies are perfectly healthy even though they are small. But having a low weight at birthcan cause serious health issues for some babies. The two primary reasons a baby is born with low birth weightare that they were born prematurely or that they experienced some growth restrictions as a fetus. In the UnitedStates, about 8% of babies are considered as being low birth weight.Many newborn babies – both those considered low birth weight and those that are born at a normal weight –experience a condition called "jaundice", in which there is an excess amount of bilirubin in the blood causing thebaby's eyes and skin to take on a yellowish color. About 80% of low-birth-weight babies experience jaundice,while about 60% of babies who are born at a normal weight experience some level of jaundice.

1) It is given that about 8% of babies are considered as being low birth weight. also about 80% of…

Complete the following probability tree diagram and answer the questions. a) Fill in the 10 probabilities, writing each as a decimal rather than as a percent. Probability = Has jaundice Probability = Low birth weight Probability = Probability = Does not have Probability = jaundice Probability = Has jaundice Probability = Probability = Normal birth weight Does not have Probability = Probability = jaundice b) What is the probability that a baby (of any weight) has jaundice? Explain how you obtained this probability. c) What is the probability that a baby is considered low birth weight and does not have jaundice? Explain your reasoning.

Complete the following probability tree diagram and answer the questions. a) Fill in the 10 probabilities, writing each as a decimal rather than as a percent. Probability = Has jaundice Probability = Low birth weight Probability = Probability = Does not have Probability = jaundice Probability = Has jaundice Probability = Probability = Normal birth weight Does not have Probability = Probability = jaundice b) What is the probability that a baby (of any weight) has jaundice? Explain how you obtained this probability. c) What is the probability that a baby is considered low birth weight and does not have jaundice? Explain your reasoning.

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter2: Systems Of Linear Equations

Section2.4: Applications

Problem 28EQ

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