38 a family has four children. use the tree diagram to answer each question.

Use the tree diagram to answer each question. Choose the correct outcome(s) of having exactly zero boys. OA. This problem has been solved! Question 211123: A couple plan to have exactly four children. (a) Construct a tree diagram and list the sample space. (b) Find the probability that the family has at least three boys.

Transcribed image text: A family has four children. Use the tree diagram to answer each question. Choose the correct sample space. O B. (FFFF), (FFFM), ...

A family has four children. use the tree diagram to answer each question.

A family has four children. Use the tree diagram to answer each question. Choose the correct sample space.15. number of successful outcomes to the number of unsuccessful outcomes. For example, if the number of successful outcomes is 2 and the number of unsuccessful outcomes is 3, the odds of winning are 2:3. Transcribed image text: Question Help * A family has four children. Use the tree diagram to answer each Choose the correct sample space. question O B. MMEF)MF ME) (MFM.IFMMF) (FMFM) (FFMM)) O D. This problem has been solved! See the answer ...

A family has four children. use the tree diagram to answer each question.. Joe has three sisters (Patty, Betsy and Lora) all with normal color vision. Joes oldest sister Patty is married to a man with normal color vision; they have 2 children, a 9 year old color blind boy and a 4 year old girl with normal color vision. a) Using standard symbols and labels, draw a pedigree of Joes family. Transcribed image text: family has four children. Use the tree diagram to answer each question Choose the correct sample space O D. ((FFFF) (FFFM), (FFMF), ... Transcribed image text: A family has four children. Use the tree diagram to answer each question. Use the tree diagram to answer each question. Choose the correct sample space. Answer to: A family has four children. Use the tree diagram to answer each question. Choose the correct sample space. {(FFFF). (FFFM). (FFMM)....1 answer · Top answer: The tree diagram for the possible outcomes are given as; The correct sample space is given as, {eq}S = \left\{...

Question 866140: A family has 4 children. Using a tree diagram that shows how many ways the children could have been born, from first to last born, determine how many ways the family could have had 2 boys and 2 girls. Then find the probability of having 2 boys and 2 girls. Answer by jim_thompson5910(35256) (Show Source): A tree diagram is a new management planning tool that depicts the hierarchy of tasks and subtasks needed to complete and objective. The tree diagram starts with one item that branches into two or more, each of which branch into two or more, and so on. The finished diagram bears a resemblance to a tree, with a trunk and multiple branches. A family has 4 children. A tree diagram or systematic list can be used to show how many ways the children could have been born, from first born to last born. Determine how many ways the family could have had one boy and 3 girls. Genetics. Phenylketonuria, a Metabolic disease in humans, is caused by a recessive allele, k. Consider a family with 4 children. Assume the probability that one child is a boy is 0.5 and the probability that one child is a girl is also 0.5, and that the events "boy" and "girl" are independent. (a) List the equally likely events for the gender of the 4 children, from oldest to youngest.

Question: This Question: 1 pt This Test: 37 pts A family has four children Use the tree diagram to answer each question Choose the correct sample space MMFF). ( ... MMEF)MF ME) (MFM.IFMMF) (FMFM) (FFMM)) O D. This problem has been solved! See the answer ... Transcribed image text: Question Help * A family has four children. Use the tree diagram to answer each Choose the correct sample space. question O B. A family has four children. Use the tree diagram to answer each question. Choose the correct sample space.15. number of successful outcomes to the number of unsuccessful outcomes. For example, if the number of successful outcomes is 2 and the number of unsuccessful outcomes is 3, the odds of winning are 2:3.