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"Please perform the following actions: 1. Solve task 1 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 2. Solve task 2 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 3. Solve task 3 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 4. Solve task 4 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 5. Solve task 5 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 6. Solve task 6 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 7. Solve task 7 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 8. Solve task 8 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 9. Solve task 9 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 10. Solve task 10 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; task 1: A ticket is randomly selected from a basket containing 3 green, 4 yellow, and 5 blue tickets. Determine the probability of getting a green ticket.; task 2: A ticket is randomly selected from a basket containing 3 green, 4 yellow, and 5 blue tickets. Determine the probability of getting a green or yellow ticket.; task 3: A ticket is randomly selected from a basket containing 3 green, 4 yellow, and 5 blue tickets. Determine the probability of getting a green, yellow or blue ticket.; task 4: An ordinary 6-sided die is rolled once. Determine the chance of not getting a 6.; task 5: A carton of a dozen eggs contains eight brown eggs. Find the probability that an egg selected at random is white.; task 6: A dart board has 36 sectors labelled 1 to 36. Determine the probability that a dart thrown at the center of the board will hit a sector labelled with a multiple of 4.; task 7: What is the probability that a randomly chosen person has his or her next birthday on a Tuesday?; task 8: A coin and a die are tossed simultaneously. Determine the probability of getting a head and a 3 without using a grid.; task 9: At a mountain village in Papua New Guinea it rains on average 6 days a week. Determine the probability that it rains on any one day.; task 10: A coin is tossed 3 times. Determine the probability of getting the following sequences of results: head then head then head. ","Please perform the following actions: 1. Solve task 11 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 2. Solve task 12 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 3. Solve task 13 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 4. Solve task 14 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 5. Solve task 15 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 6. Solve task 16 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 7. Solve task 17 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 8. Solve task 18 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 9. Solve task 19 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; 10. Solve task 20 and provide the solution as a decimal number with exactly 3 positions after the decimal point. I.e. do not provide the solution as a fraction; task 11: A school has two photocopiers. On any one day, machine A has an 8% chance of malfunctioning and machine B has a 12% chance malfunctioning. Determine the probability that on any one day both machines will malfunction.; task 12: A couple would like 4 children, none of whom will be adopted. They will be disappointed if the children are not born in the order boy, girl, boy, girl. Determine the probability that they will be happy with the order of arrival.; task 13: Two marksmen fire at a target simultaneously. Jiri hits the target 70% of the time and Benita hits it 80% of the time. Determine the probability that they both hit the target.; task 14: An archer always hits a circular target with each arrow fired, and hits the bullseye on average 2 out of every 5 shots. If 3 arrows are fired at the target, determine the probability that bullseye is hit every time.; task 15: A box contains 4 red and 2 yellow tickets. Two tickets are randomly selected from the box one by one without replacement. Find the probability that both are red.; task 16: A box contains 4 red and 2 yellow tickets. Two tickets are randomly selected from the box one by one without replacement. Find the probability that the first is red and the second is yellow.; task 17: A box contains 7 red and 3 green balls. Two balls are drawn one after another from the box without replacement. Determine the probability that both are red.; task 18: A hat contains 7 names of players in a tennis squad including the captain and the vice captain. If a team of 3 is chosen at random by drawing the names from the hat, determine the probability that it does not contain the captain.; task 19: Two students are chosen at random from a group of two girls and five boys, all of different ages. Find the probability that the two students chosen will be two boys.; task 20: Two students are chosen at random from a group of two girls and five boys, all of different ages. Find the probability that the two students chosen will be the eldest two students.","Please provide the final number of answers for the last 20 tasks. This includes the 10 tasks you solved in the first part of our conversation (tasks 1 through 10) and the remaining 10 tasks from the second part of our conversation (tasks 11 through 20). Present your answer in the following format: [answer task 1, answer task 2, answer task 3, answer task 4, answer task 5, answer task 6, answer task 7, answer task 8, answer task 9, answer task 10, answer task 11, answer task 12, answer task 13, answer task 14, answer task 15, answer task 16, answer task 17, answer task 18, answer task 19, answer task 20]. Please ensure that the tasks are listed in the correct order as specified in the bracket."
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