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a) Let S be the set of subroutines of a computer program. Define the relation R by PR Q if subroutine P calls subroutine Q during its execution. Describe the transitive closure of R.
b) For which subroutines P does (P, P) belong to the transitive closure of R?
c) Describe the reflexive closure of the transitive closure of R.
At noon, ship A is 50 km west of ship B. Ship A is sailing south at 45 km/h and ship B is sailing north at 25km/h. How fast is the distance between the ships changing at 4:00pm.
TO stop a base runner standing on first base from stealing second base, the catcher must throw the ball directly from home plate to second base. Which best represents this distance?
X=4 Draw a card from a deck, observe the card, and replace the card within the deck. Count the number of times you draw a card in this manner until you observe a jack.
There are 10 workers and 2 administrators in a company meeting room. Two people will be selected at random without replacement. The chance that the second person is a worker is:
Epidemiologists have found a new communicable disease running rampant in College Station, Texas. They estimate that t days after the disease is first observed in the community, the percent of the population infected by the disease is approximated ..
Find the average rate at which oil drains during the first 15 minutes. Find the average rate at which oil drains during the time interval [10, 15].
Write a differential equation for A, the amount of caffeine in the body t hours after 7am and give the particular solution to this differential equation. How much caffeine is in the person's body at 5pm?
evaluate the multiple integral under given condition using spherical coordinate.let t be the three dimensional region
Binomial distribution with parameters, Suppose only 70% of all drivers in a certain state regularly wear a seat belt. A random sample of 500 drivers is selected. What is the probability that
Find the cost of the shortest length of carpet.
The height in meters of women of a certain tribe is approximated by where t is the woman's age in years and Estimate the height (to the nearest hundredth of a meter)
list all possible ways of using a square as a polygonal disk with gluing scheme(dont list the same square rotated and /or flipped) (include squares where not all edges are identified). State the name of the resulting object in each case.
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