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An economy that is divided into three sectors-manufacturing, agriculture, and services For each unit of output, manufacturing requires .10 unit from other companies in that sector, .30 unit from agriculture, and .30 unit from services. For each unit of output, agriculture uses .20 unit of its own output, .60 unit from manufacturing, and .10 unit from services. For each unit of output, the services sector consumes .10 unit from services, .60 unit from manufacturing, but no agricultural products.Construct the consumption matrix for this economy, and determine what intermediate demands are created if agriculture plans to produce 100 units.
Determine the value of the test statistic and the associated p-value
A random variable defined on all real numbers has a probability density proportional to: c/ X2 + 1. What is c? What is the probability that the random variable lies between 0 and 1?
Ming drops a baseball from the top of a 340-foot building. To the nearest tenth of a second, for how many seconds will the baseball fall?
If f is a reimann integrable function on [a,b], and if [c,d] is a subset of [a,b], prove that f is reimann integrable on [c,d] hint: if P is any partition of [c,d], P can be extended to a partition P* of [a,b] with ||P*||
cost-plus-incentive-fee contract has a negotiated target cost of $50,000,000.00, a target fee of 10%, a minimum fee of 6% and a sharing ratio of 80/20. What is the range of incentive effectiveness (RIE)?
what is the smallest possible value for x4?
A ball is thrown vertically upwards from a height of 5 ft with an initial velocity of 50 ftper second. How high will the ball go?
On a recent English test, students were given the names of four authors and four novels (one author one title), and asked to match each novel, with the correct author. If a student just guesses randomly, what is the probability of getting zero, on..
Use the distributive property to remove the parentheses in the following expression. Then simplify your result if possible.
Differentiate the function f(x) =
Draw conclusions involving the uncertainty from the results of the simulation.
Suppose that the weight (in pounds) of an airplane is a linear function of the total amount of fuel (in gallons) in its tank. When graphed, the function gives a line with a slope of 6.4.
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