• Q : Question-retirement account....
    Algebra :

    Assuming the 3.84% rate continues, how much will she have in her retirement account after 15 years? Assume the economy has gotten better and that the fund now has a return of 7.72% compounded monthly.

  • Q : Find upper and lower control limits for the x-bar chart....
    Mathematics :

    A company is concerned about diameter of one of its steel pipes. If average range for samples was 2 inches, find the upper and lower control limits for the X-bar chart?

  • Q : Describe producer and consumer risk in acceptance plan....
    Mathematics :

    It is estimated that first safe will need 70 hours of shop time and 75% learning curve is expected. How many hours will whole order need? Describe producer and consumer risk in acceptance plan.

  • Q : Significance of recursive functions....
    Algebra :

    Assume you've the following recursion formula a1 = 1, a2 = 2, and an = an - 1)+ an - 2) for integers n ≥ 3. How would you find out the next three terms? Explain the significance of recursive func

  • Q : Find the total annual inventory cost....
    Mathematics :

    The item costs $60 a unit, and order costs $75, how many must be ordered at time if they are using EOQ ordering rules? Find the total annual inventory cost?

  • Q : How many students selected starbursts as favorite candy....
    Mathematics :

    After asking 1450 students, they determined that 42% of students did not like starburst. How many students selected starbursts as their favorite candy?

  • Q : How iras work....
    Algebra :

    Explain how IRAs work and what options you've choosing one IRA over another. Report your findings to your fellow students and given example of investing in an IRA for your future retirement needs. Be

  • Q : Appropriate speed for train....
    Algebra :

    Explain to Ellen how to find what speed her new train must go to be the second fastest in this group. Then, find an appropriate speed for Ellen's train in miles per hour and use the formula distance

  • Q : Weight of the trapeze artist....
    Algebra :

    A clown weighs 60 lb more than A trapeze artist. The trapeze artist weighs two-thirds as much as the clown. How much does each weigh? Choices for the weight of the trapeze artist: 110, 120, 125

  • Q : Graph a direct variation equation....
    Algebra :

    Write down and graph the direct variation equation which passes through point (-3,-7)

  • Q : How many cake must be made to maximize revenue....
    Mathematics :

    There are 450 hours of labor available for production. How many of each kind of cake must be made to maximize revenue?

  • Q : Explain the strength of prediction of the regression model....
    Mathematics :

    Use regression model to forecast shipments for the year 1999. Compare two forecasts. Which forecast would you prefer to use and why?

  • Q : Compare two methods based on mean absolute deviation....
    Mathematics :

    Which method result is more appropriate for forecasting factory orders? Compare two methods based on Mean Absolute Deviation (MAD)?

  • Q : Determine arithmetic sequence....
    Algebra :

    Consider the first 10 even natural numbers 2,4,6,8,10,12,14,16,18,20as a sequence with nth term a(little n)- (A.) Explain why the numbers are an arithmetic sequence. How many term does the sequence

  • Q : Larger of the two numbers....
    Algebra :

    The sum of two numbers is 23. When seven times the smaller number is subtracted from three times the larger number, the result is -1. What is the larger of the two numbers?

  • Q : Create the suitable hypothesis test at level of significance....
    Mathematics :

    Based on sample of 20 students selected from population, create the suitable hypothesis test at level of significance 0.05 standard deviation is 9.

  • Q : Calculate pooled estmated for overall sample....
    Mathematics :

    Determine sample size are large enough. Perform the suitable hypothesis test. report with p-value, would null hypothesis be rejected?

  • Q : Find confidence interval estimate for difference in mean....
    Mathematics :

    Based on sample information, find out 90% confidence interval estimate for difference between two population mean.

  • Q : Determining the total amount....
    Algebra :

    At a bake sale, brownies were sold for .75 cents each and cookies were sold for .50 cents each. There were 10 more cookies sold than brownies, and the total amount earned was $40. How many brownie a

  • Q : What is the equation of thine....
    Algebra :

    What is the equation of thine that passes through the given point (1,1) and is perpindicular to the given line x-2y=14

  • Q : Pounds of cashews and pounds of almonds....
    Algebra :

    The Cashews cost $8 per pound, and the almonds cost $6 per pound. Lenora bought the total of 7 pounds and paid a total of $48. Write and solve a system of equations to determine the pounds of cashew

  • Q : Test the efficiency of the diet program....
    Mathematics :

    Overweight people frequently become desperate as they different diets without success. At α=0.02 to test efficiency of diet program. Suppose normal distribution for paired difference.

  • Q : Find out the sample size are large enough....
    Mathematics :

    Find out the sample size are large enough. Perform the suitable hypothesis test. Report with p-value, would null hypothesis be rejected?

  • Q : What percentage of time would get bonus point....
    Mathematics :

    What time must Freddy leave home for class so that he gets bonus point 99% of time. If he leaves at 5:40 pm. what percentage of time would he get bonus point.

  • Q : Find probability-distance from college to home lie in range....
    Mathematics :

    Find probability that mean distance from college to students home for random sample of 50 college students is more than 18 miles.

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