• Q : Value of gcalculated for the grubbs test....
    Basic Statistics :

    Five students performed a Kjeldahl nitrogen analysis of a protein sample. The following weight % nitrogen values were determined: 15.5, 13.7, 15.7, 15.4, 15.8. What is the value of Gcalculated for

  • Q : Appropriate summation notation....
    Basic Statistics :

    Express each of the following extended sums in the appropriate summation notation.

  • Q : Null and alternative hypotheses....
    Basic Statistics :

    Identify the null and alternative hypotheses you should form for this test. State each as an explanation and as a math equation. Identify the appropriate statistical test to accept or reject the null

  • Q : Null and alternative hypotheses....
    Basic Statistics :

    Identify the null and alternative hypotheses you should form for this test. State each as an explanation and as a math equation. Identify the appropriate statistical test to accept or reject the null

  • Q : Standard deviation amount per can....
    Basic Statistics :

    The amount of cola in a 12-ounce can is uniformly distributed between 11.96 ounces and 12.05 ounces. What is the mean amount per can? What is the standard deviation amount per can?

  • Q : Sampling methods-possible sources of error....
    Basic Statistics :

    What kind of information you plan to get? (what kind of questions you want to ask? What types of data for those answers?) What are possible sources of error? Explain in detail.

  • Q : Effective annual interest rate....
    Basic Statistics :

    A store is running a promotion during which customers have two options for payment. Option one is to pay 90% of the purchase price two months after the date of sale. Option two is to deduct X% off

  • Q : Individual components fail....
    Basic Statistics :

    A system with 3 components is such that the system fails if at least one of the individual components fail. The probability that a component fails is 0.04. Let G be the event that the system fails.

  • Q : Stratifief sampling technigue....
    Basic Statistics :

    Real estate apperaiser may use simple (or) stratifief sampling technigue to drawn random sample. Genrate a random sample from all single family homes considering 10 districts people into a single

  • Q : Transition matrix p for game....
    Basic Statistics :

    Find the probability Joe will win all of Moe's money. Write out the transition matrix P for this game (where the state of the system is the amount of Joe's money).

  • Q : Large sample approximate....
    Basic Statistics :

    Calculate an estimate for "p" Find an exact 90% CI for "p" Find a large sample approximate 90% CI for "p". Is this CI Valid? Explain.

  • Q : True proportion of defective items....
    Basic Statistics :

    In the town of New York City, NY, a local supermarket has "Sunday flyers" delivered door to door to advertise current items on sale. During a certain week, the supermarket manager surveyed 300 custo

  • Q : Identical pieces of candy and n children....
    Basic Statistics :

    How many ways are there to distribute 16 identical pieces of candy to five children such that every child receives at least one piece? Generalize to k identical pieces of candy and n children.

  • Q : Question regarding the octal numbers....
    Basic Statistics :

    How many 10 digit Hexadecimal numbers begin and end with F? How many 8-digit octal numbers begin and end with an even digit?

  • Q : Uniform distribution on the interval....
    Basic Statistics :

    Suppose that a random variable X has the uniform distribution on the interval [0,1]. Determine the p.d.f. of (a) X2, (b) -X3, and (c) X1/2.

  • Q : Describe the outcomes in each one of the events....
    Basic Statistics :

    Consider an experiment in which our sample space is S={1,2,3,4,5,6,7}.Also E1={1,2,4}, E2={2,3,4,5,6}, E3={7}. Describe the outcomes in each one of the following events:

  • Q : Probability that those three horses finish first....
    Basic Statistics :

    A horse race has 12 entries and one person owns 3 of those horses. Assuming that there are no ties, what is the probability that those three horses finish first, second and third?

  • Q : Significance that these data follow a normal distribution....
    Basic Statistics :

    The following data set gives the scores of 50 students of an engineering exam. The results are shown below. Test at the 1% level of significance that these data follow a normal distribution.

  • Q : Porosity and dimensional defects....
    Basic Statistics :

    Pieces of vulcanite were examined according to porosity and dimensional defects and the results are shown below. Test the hypothesis that the two criteria of classification are independent. Specify

  • Q : Lengths and the amount of overlap....
    Basic Statistics :

    The amount of overlap is normally distributed with a mean of 1 inch and a standard deviation of 0.2 inches. Assuming the lengths and the amount of overlap are independent of each other, what is the

  • Q : Values for the mean and standard deviation....
    Basic Statistics :

    For a distribution of scores, X=40 corresponds to a z-score of z= -1.00, and X= 42 corresponds to a z-score of z= -.50. what are the values for the mean and standard deviation for the distribution?

  • Q : Bell-shaped distribution with a mean....
    Basic Statistics :

    The weight of an organ in adult males has a bell-shaped distribution with a mean of 330grams and a standard deviation of 50 grams. Use the empirical rule to determine the following.

  • Q : Statistics....
    Basic Statistics :

    Statistics, 1. The following data contains the cost (in cents) per 1-ounce serving for a sample of 7 chocolate chip cookies. 23 36 43 7 43 25 47 Compute the following stats. a) Mean, Media

  • Q : Validity of the claim....
    Basic Statistics :

    Formulate hypotheses that can be used to challenge the validity of the claim made by the shareholders group. Assume 85 companies were included in the sample. What is the p value and you conclusion at

  • Q : Pool of twelve students and twelve faculty....
    Basic Statistics :

    The grade appeal process at a university requires that a jury be structured by selecting six individuals randomly from a pool of twelve students and twelve faculty.

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