• Q : Formulation of linear programming....
    Basic Statistics :

    Develop a formulation of Linear Programming to identify the minimum operational hours at each mine to reach their break even point

  • Q : True-false examination....
    Basic Statistics :

    In how many ways can a student answer an 8-question, true-false examination if he marks half the questions true and half the questions false?

  • Q : Confidence interval for the true proportion....
    Basic Statistics :

    Find a 90% Confidence Interval for the true proportion of retail stores and supermarkets with electronic scanners that pass the FTC price-check test. Interpret the result.

  • Q : Numbers of endangered and threatened species....
    Basic Statistics :

    The chart below shows the numbers of endangered and threatened species both here in the United States and abroad

  • Q : Conditional probability of getting....
    Basic Statistics :

    We flip a fair coin 10 times. what is the conditional probability of getting 10 heads, given that the number of heads is at least 8?

  • Q : Numbers of red and green balls....
    Basic Statistics :

    At the conclusion of the selection process, what is the probability that the numbers of red and green balls in the first box are identical to the numbers at the beginning?

  • Q : Find the mean for the number of correct answers....
    Basic Statistics :

    A multiple choice quiz consists of 50 questions, each with 4 possible answers. Find the mean for the number of correct answers, if a student guesses on each question. Answer 25.0 12.5 4.0 46.0

  • Q : Find the probabability a value....
    Basic Statistics :

    Find the probabability a value will be less than 1.65 standard deviations above the mean

  • Q : Standard deviation of the systolic blood pressure....
    Basic Statistics :

    Compute the standard deviation of the systolic blood pressure of X. Compute the median, the first quartile and the third quartile of X.

  • Q : Positive test result for a randomly chosen pooled sample....
    Basic Statistics :

    If the pooled sample is positive then individually test each of the 500 samples in the pool. What is the probability that we obtain a positive test result for a randomly chosen pooled sample?

  • Q : Proportion of those taking the test score....
    Basic Statistics :

    Use R to solve this question. Scores made on a certain aptitude test by nursing students are approximately normally distributed with a mean of 500 and a variance of 10000. What proportion of those t

  • Q : Effect of alcohol on the reactions to a threat....
    Basic Statistics :

    A group of psychologists examined the effect of alcohol on the reactions to a threat. After obtaining a blood alcohol level (BAL) of at least 0.015 mg/cl, experimental subjects were placed in a room

  • Q : Probability to finish the gamble....
    Basic Statistics :

    One person has 3 dollars to gamble; each time he uses only one dollar, the probability is 60% to lose and 40% to win. If he accumulates 5 dollars or loses 3 dollars, he will stop the gamble. Using t

  • Q : Compute the mean and variance of y....
    Basic Statistics :

    Consider X1 and X2 given in Exercise 3-173 where If X1 and X2 are independent random variables with E(X1)=2,E(X2)=5, V(X1)=2, V(X2)=10, and Y = 3X1+5X2. Define Y=X1X2. Compute the mean and variance

  • Q : Formulate a linear programming model....
    Basic Statistics :

    Formulate a linear programming model that will allow the University of Iowa to conduct this experiment using a minimum cost blend of the two soil amendment mixtures. State clearly the Objective Func

  • Q : Equation for the acceleration due to gravity....
    Basic Statistics :

    Consider the equation for the acceleration due to gravity, G ,given in Section 3-12.3 (Use propagation of error (delta method)). Suppose that E(T) = 5.2 seconds and V(T) = 0.0004 square second . Com

  • Q : Mean and standard deviation of the total thickness....
    Basic Statistics :

    A plastic casing for a magnetic disk is composed of two halves. The thickness of each half is normally distributed with a mean of 1.5millimeters and a stantard deviation of 0.1 millimeter, and the

  • Q : Probability that men will constitute majority in team....
    Basic Statistics :

    If the members of the team are selected at random, what is the probability that 3 men and 2 women will be selected? What is the probability that men will constitute a majority in the team?

  • Q : What is parametric data....
    Basic Statistics :

    We know that one way to characterize data is as either a parameter or a statistic. There is another way that data is characterized and that's as either parametric or non-parametric. What is parametr

  • Q : Automated manufacturing facility....
    Basic Statistics :

    A technician monitors a group of five computers that run an automated manufacturing facility. It takes an average of 15 minutes (exponentially distributed) to adjust a computer that develops a probl

  • Q : Mean and standard deviation....
    Basic Statistics :

    Determine the probability that exactly two of these vehicles require warranty service. Compute the mean and standard deviation of this probability distribution.

  • Q : Exponential probability distribution with a mean....
    Basic Statistics :

    The time between arrivals of customers at the drive-up window of a bank follows an exponential probability distribution with a mean of 10 minutes.

  • Q : Determining the peculiar defect....
    Basic Statistics :

    According to news reports in early 1995, among the first Pentium chips Intel made, some had a peculiar defect, which rendered some rarely carried-out arithmetic operations incorrect.

  • Q : Distribution of property crime rates....
    Basic Statistics :

    Property crime rates (per 100,000 residents) for the 50 states and the District of Columbia have a mean of 3377.2 and a standard deviation of 847.4. Assuming the distribution of property crime rates

  • Q : Approximation to calculate the probability....
    Basic Statistics :

    What is the probability that Lisa smiles at Milhouse on exactly three days in a month? Use a Poisson approximation to calculate the probability that Lisa smiles at Milhouse on exactly three days in

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