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1)A computer gives the approximate value .84776 to 5 digit accuracy for the sum of the series: (-1)^n/[n(lnn)^2], from n=2 to infinity. Find a specific partial sum which is guaranteed to give this number to 5 digit accuracy?
2)A computer gives the approximate value of 4.74561 for the 10,000th partial sum. Are the partial sums of the series: 1/(n*sqrt(lnn)), from n=2 to infinity. Are the partial sums of this series unbounded? If yes, find a specific partial sum which is guaranteed to be greater thatn 100
During the year they made only a nominal amount of disbursements of the type that qualify as itemized deductions. What is their standard deduction on a 2011 joint return?
Evaluate the line integral, where C is the given curve. (Round your answer to one decimal place.)
Find the velocity of the top of the ladder at time t=3.
Find any stationary points of the function from 1a. An use the first derivative test to see whether they are local maximum or local minimum of f(x).
in a large insitution 2.28% of emplyees receive income below 4500 dollars a day and still 15.87% of employees receive income above 7500 dollars. assuming normal distribution. find the mean and standard deviation of income.
find the slope, if it exists, of the line containing the pair of pairs. (9,5) and (10, -8)
An irrigation sprinkler in a field of lettuce sprays water over a distance of 25 feet as it rotates through an angle of 155°. What area of the field receives water? If necessary, round the answer to two decimal places.
Statistical analysis process - answering the research question of interest by drawing a conclusion about the population through the data collected in the sample.
Present your final solutions as decimal approximations carried out to the third decimal place. Due to the nature of these solutions, no check is required.
If a department has 10 men and 15 women, how many ways are there to form a committee with 6 members if it must have more women than men?
Use the simplex method to determine the optimal production schedule so as to maximize profits. Show that the geometric method gives the same solution.
Linear Fractional Transformation is a Mapping f: C --> C A fixed point of a transformation is a point z_0 so that f(z_0) = z_0. Show that every linear fractional transformation
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