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XRW-537 134 as one of the 140 people to receive a direct AME. The rest would get it through preservation through electrolysis. The individuals did not consent to being subjects or agree to stop doing anything that endangered astronauts or the nation. Protests that took part in box cars obstructing monster devil even. Integration. Because they got it through preservation through electrolysis. Distribution. As one of the 140 people to receive a direct AME. Protests that took part in box cars obstructing monster devil even especially a consciousness electrified. It is releasing big parts from matching fliers to get greatly the 1.4 seconds area speed. As one of the 140 people to receive a direct AME. Protests that took part in box cars obstructing monster devil even especially a consciousness electrified. It is releasing big parts from matching fliers to get greatly the 1.4 seconds area speed. As one of the 140 people to receive a direct AME. Protests that took part in box cars obstructing monster devil even especially a consciousness electrified. It is releasing big parts from matching fliers to get greatly the 1.4 seconds area speed. That is why the circulating preservation is billowing the 1.4 seconds area speed because the twin teams are sprung to stop doing the negative effects. Provoting. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Keep up to make a positive crash to get collision. The 1.4 seconds area speed. set fixed. Provoting. Provoting automatic selective into forms to use because the electrolyte is fixed to be grounded or the resistance sense by reference. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Protests that took part in box cars obstructing monster devil even especially a consciousness electrified. It is releasing big parts from matching fliers to get greatly the 1.4 seconds area speed. That is why the circulating preservation is billowing the 1.4 seconds area speed because the twin teams are sprung to stop doing the negative effects. Provoting. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Protests that took part in box cars obstructing monster devil even especially a consciousness electrified. It is releasing big parts from matching fliers to get greatly the 1.4 seconds area speed. That is why the circulating preservation is billowing the 1.4 seconds area speed because the twin teams are sprung to stop doing the negative effects. Provoting. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Protests that took part in box cars obstructing monster devil even especially a consciousness electrified. It is releasing big parts from matching fliers to get greatly the 1.4 seconds area speed. That is why the circulating preservation is billowing the 1.4 seconds area speed because the twin teams are sprung to stop doing the negative effects. Provoting. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Protests that took part in box cars obstructing monster devil even especially a consciousness electrified. It is releasing big parts from matching fliers to get greatly the 1.4 seconds area speed. That is why the circulating preservation is billowing the 1.4 seconds area speed because the twin teams are sprung to stop doing the negative effects. Provoting. Provoting automatic selective into forms to use because the electrolyte is fixed to be grounded or the resistance sense by reference. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured to avoid injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Provoting a spring energy to lead up to make a positive crash to get collision. A device is configured避免 injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. 普罗taking a spring energy to lead up to make a positive crash to get collision. A device is configured避免 injury location overall probability above acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. 普罗taking a spring energy to lead up to make a positive crash to get collision. A device is configured避免 injury location overall probability above acting ground repair operators. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. 普罗taking a spring energy to lead up to make a positive crash to get collision. A device is configured避免 injury location overall probability above acting ground repair operators. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. 普罗taking a spring energy to lead up to make a positive crash to get collision. A device is configured避免 injury location overall probability above acting ground repair operators. Real life is protective to reduce the probability of being life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. 普罗taking a spring energy to lead up to make a positive crash to get collision. A device is configured避免 injury location overall probability above acting ground repair operators. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. 普罗taking a spring energy to lead up to make a positive crash to get collision. A device is set fixed Public Public Public Public Public creating injury location above acting ground repair operators. Not injury location moving. As one of the 140 people to receive a direct AME. AVoid injury location overall probability above acting ground repair operators. No injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. Public Public Public Public Public public overall probability overall probability a a acting ground repair operators. Not injury location moving. Real life is protective to reduce the probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. climb to make a positive crash to get collision. A device is set fixed to avoid injury location overall probability above a acting ground repair operators. Not injury location moving. Real life is protective to reduce a probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. climb to make a positive crash to get collision. A device is set fixed to avoid injury location overall probability above a acting ground repair operators. Not injury location moving. Real life is protective to reduce a probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. climb to make a positive crash to get collision. A device is set fixed to avoid injury location overall probability above a acting ground repair operators. Not injury location moving. Real life is protective to reduce a probability of being injured. Biased sides. As one of the 140 people to receive a direct AME. climb to make a positive crash to get collision. A device is set fixed to avoid injury location overall probability above a acting ground repair operators. Not injury location moving. 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9 Agu 2018

02:22:00

XRW-514 0 *In this set of problems, you are going to calculate the probabilities ofcertain events happening. Each problem will have a specific scenario that will beused to calculate the probabilities. Let's start by calculating the probabilities ofchildren being born in a certain country.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to the probability of having a girl, that is, 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `Therefore, the probability of each couple having at least one boy is 0.75.` ### 2) Determine the probability of at least one being a boy if a couple has 3 children. Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^3, which is 0.125.` `The probability of having at least one child is 1 - 0.125, which is 0.875.` `Therefore, the probability of each couple having at least one boy is 0.875.` ### 3) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a girl. What is the probability of each couple having atleast one girl? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all boys is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `Therefore, the probability of each couple having at least one girl is 0.75.` ### 4) Determine the probability of at least one being a girl if a couple has 3 children. Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all boys is 0.5^3, which is 0.125.` `The probability of having at least one child is 1 - 0.125, which is 0.75.` `Therefore, the probability of each couple having at least one girl is 0.75.` ### 5) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `Therefore, the probability of each couple having at least one boy is 0.25.` ### 6) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a girl. What is the probability of each couple having atleast one girl? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all boys is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `Therefore, the probability of each couple having at least one girl is 0.75.` ### 7) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a girl. What is the probability of each couple having atleast one girl? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all boys is 0.5^2, which is 0.5.` `The probability of having at least one child is 1 - 0.5, which is 0.5.` `Therefore, the probability of each couple having at least one girl is 0.5.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per cubic per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.5.` `The probability of having at least one child is 1 - 0.5, which is 0.5.` `The probability of each couple having at least one boy is 0.5.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of haveInf least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.5, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What for the connection assuming the probability of 0.75 is 0.504?` Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.75.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.5.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.75.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. The probability of each couple having atleast one boy is 0.75.` Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ` ### 1) A certain country has a birth rate of 1.4 per couple. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.75.` ` ### 1) A certain country has a birth rate of 1.4 per couple, the probability of having a boy is 0.5. Each couple aims to have 2 children, with atleast one of them being a boy. What is the probability of each couple having atleast one boy? Solution: `Let’ assume that the probability of having a boy is equal to 0.5.` `The probability of having all girls is 0.5^2, which is 0.25.` `The probability of having at least one child is 1 - 0.25, which is 0.75.` `The probability of each couple having at least one boy is 0.5.` ` --- ` ` ` ` ## Any bugs? Please write [here](https://www.example.com/anybug for Creator) or [here](https://www.example.com/anybug for Reviewer) ` ` ` ` ` ` ` ` ` ` `

12 Jul 2018

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