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Fulvio Giuliani Cairoli. Contributi allo studio della tipologia dei criptoportici. In: Les cryptoportiques dans l'architecture romaine. Ogni qualvolta poniamo mente ad esaminare una determinata classe architettonica pertinente al mondo antico ci troviamo di fronte a due domande pregiudiziali: quali erano in antico i limiti della tipologia architettonica designata dal termine e quali sono attualmente i limiti che noi le attribuiamo. Soluzioni di tal genere nel Lazio si diffondono soprattutto nel I sec. La sua forma va dal semplice tratto rettilineo a quella a due, tre e quattro bracci posti in rettangolo.

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Descubra todo lo que Scribd tiene para ofrecer, incluyendo libros y audiolibros de importantes editoriales. Understand and use the concept of binomial distribution. If Z represents the number of times he passes the examination, list all the possible values of Z.

If X represents the number of black marbles chosen, list all the possible values of X. Find the probability that Bernard will be late for 3 out of five meetings.

The probability that Minimum scoring 1A for English in the monthly test is 0. Find the probability that Minimum will be scoring 1A for English twice out of 6 monthly tests. Find the probability that Chandra will win 4 out of 6 singing competitions. Find the probability that Ahmad will wear batik shirt for 2 out of five meetings. The probability that Siva will win a game is 0. If the binomial random variable X represents the number of games that Siva won, find the probability that Siva wins 0, 1, 2, 3 or 4 games.

Plot a binomial distribution graph. Johnny attempted 60 questions with 4 options to choose from. There is only one correct answer for each question. Johnny guessed all the answers. Find a the mean number of questions that he will get it right.

Find a the mean number of students pass the test. A fair dice is rolled 15 times continuously. The probability of obtaining the number 2 is. Given that 30 bombs were released by a jet fighter, the probability that a bomb will hit its target is 0.

Find a the mean number bombs hit its target. Calculate the probability that in a group of 10 students from Form 3D, the number of pupils being late is i exactly two ii less than two. Find the probability i that exactly 7 of the selected teenagers own a mobile phone. If 4 pupils are selected at random from the class. Calculate the probability that i at least half of the selected pupils pass their aptitude test ii at most 1 of the selected pupils pass heir aptitude test,.

John fires 8 shots. Find the probability that i at least 7 shots hit the target ii at most 3 of the shots hit the target. A fair dice is tossed 10 times continuously. If a sample of 8 students is randomly selected, find the probability that 6 students from the sample passed the examination. If 8 pupils from the city are chosen at random, calculate the probability that i exactly 2 of them cycle to school ii less than 3 of them cycle to school.

Find the probability that i all the selected students like to read during their free time. If 7 people are randomly selected from the settlement, find the probability that at least two of them are senior citizens. Find the value of n.

In an IT literacy research in a village, it is found that every one out of three homes has computers. If 10 homes are randomly selected, find the probability that i not a single home has computers ii at least two homes have computers.

For each normal distribution below, convert the random variable X to standardized variable Z. Then, find the probability of the event given the mean and the standard deviation. Find i the value of , if the z-value is 1. X is random variable of a normal distribution with mean 4. X is random variable of a normal distribution with mean 6. X is random variable of a normal distribution with mean and variance 2.

X is random variable of a normal distribution with mean 24 and standard deviation 2. Find the value of. The diameters of the marbles produced by a factory are normally distributed with a mean of 9mm and a standard deviation of 0. Diagram below shows the normal distribution graph for the diameter of the marbles, X mm.

The probability represented by the area of the shaded region is 0. Diagram shows a standard normal distribution graph. Find the value of X when the z-score is k. Marks obtained by a group of students in an examination are normally distributed with a mean of 48 marks and standard deviation of 10 marks. Find i The probability that a packet of cookies is chosen at random has mass between g and g.

A group of workers are given medical check up. The blood pressure of a worker has a normal distribution with a mean of mmHg and a standard deviation of 16mmHg. Blood pressure that is more than mmHg is classify as high blood pressure i a worker is chosen at random from the group. Find the probability that the worker has a blood pressure between mm Hg and mmHg ii It is found that workers have high blood pressure. Find the total number of workers in the group.

The life span of a type of battery produced by a factory is normally distributed with mean hours and standard deviation of 25 hours. Find i the probability that a unit of battery chosen at random, has a life span between hours and hours, ii the percentage of battery that has a life span of more than hours.

The mass of papayas produced by an orchard is normally distributed with a mean and variance 0. Find the value of ii The papayas that have masses less than 1. Calculate the percentage of acceptable papayas. Find the total number of workers in the factory. Each player takes 10 penalty.

The probability that a player scores a goal from a penalty kick is p. After the practice session, it is found that the mean number of goals for a player is 3. SPM P2 Q11 The masses of mangoes from an orchard has a normal distribution with a mean of g and a standard deviation of 80 g. SPM P2 Q11 a In a survey carried out in a school, it is found that 2 out of 5 students have handphones.

If 8 students from that school are chosen at random, calculate the probability that i exactly 2 students have handphones ii more than 2 students have handphones [5marks] b A group of workers are given medical check up. An orchard produces lemons. Only lemons with diameter, x greater than k cm are graded and marketed. Table below show the grades of the lemons based on their diameters.

Grade A B C Diameter, x cm. If 8 pupils from the city are chosen at random, calculate the probability that i exactly 2 of them cycle to school ii less than 3 of them cycle to school [4marks] b The mass of water melons produced from an orchard follows a normal distribution with a mean of 3. It is given that the diameter of the lemons has a normal distribution with a mean of 5.

The probability that a trainee scores a goal from a penalty kick is p. After the session, it is found that the mean number of goals for a trainee is 4. Find the total number of worker in the factory.

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Buscar dentro del documento. Probability Distributions [ 0. Probability Distributions A dice is tossed 4 times. The probability of getting the number 2 is 9.

The probability of obtaining the number 2 is 1. Probability Distributions f Given that 30 bombs were released by a jet fighter, the probability that a bomb will hit its target is 0.

Calculate the probability that in a group of 10 students from Form 3D, the number of pupils being late is i exactly two ii less than two b Given that 12 bombs were released by a jet fighter, the probability that a bomb will hit its target is 0. A 5 group of 10 teenagers are selected at random from Kuantan. Calculate the probability that i at least half of the selected pupils pass their aptitude test ii at most 1 of the selected pupils pass heir aptitude test, [ 0.

Probability Distributions f A fair dice is tossed 10 times continuously. Find 6 the probability of getting i number 2 not more than 3 tosses ii number 2 in 4 or more tosses [ 0. If 8 pupils from the city are chosen at random, calculate the probability that i exactly 2 of them cycle to school ii less than 3 of them cycle to school [0. Understand and use the concept of normal distribution. Probability Distributions [ Probability Distributions X is random variable of a normal distribution with mean 4.

Probability Distributions f h j X is random variable of a normal distribution with mean 24 and standard deviation 2.

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PLANIMETRISTA

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TEMA XXXIX (5 ) PLANIMETR√ćA FORENSE

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