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A firm makes 2 products X &Y and has a total production capacity of 9 tons per day, X & Y require the same production capacity. The firm has a permanent contract to supply atleast 2 tons of X and atleast 3 tons of Y per day to another company. Each ton of X requires 20 machine hours and each ton of Y requires 15 machine hours. The daily maximum possible number of machines hours is 360. All the firm's output can be sold and the profit made is Rs 80 per ton of X and Rs 120 per ton of Y. Find out the optimum mix using graphical method.
Usually in all discussions and arguments of scaling or solving problems using dimensional analysis, the dimensionless constant is indeterminate but it is usually assumed that it is of order 1. What does "of order 1" mean? 0.1-10?
A random sample of 740 items shows that 207 have this characteristic. With a .05 probability of committing a Type I error, test the hypothesis.
the manager of a store found 72% shoppers who taste free food will buy the item. what is the expected number of shoppers that will buy if a random sample of 50 shoppers taste free?
budget rental cars charges 35 a day plus 0.40 per mile. enterprise charges 20 a day plus 0.55 per mile. wirte and solve
By measuring the amount of time it takes a component of a product to move from one workstation to the next, an engineer has estimated that the standard deviation is 3.18 seconds.
June finishes her math homework 90% of the time.If she has homework for each school day for four full school weeks, how many days will she turn in her homework?
1. a study in 2009 found that 60 of us workers between ages of 20-29 cash out their 401k retirement accounts when they
in a sample of 3980 pregnant women who were exposed to DES before giving birth, 63 developed tissue abnormalitites. Calculate the approximate number of of women per thousand who were found to have thee abnomality.
How many square tiles with sides 1 ft long
A body starts to move from the origin into the first quadrant along the curve y = ln(sec x) . If its speed is always 3, find x and y as functions of t .
Find the gradient of the straight line joining the points P(2, 3) and Q(8, 6). Also calculate the the equation of the line through P perpendicular to the line PQ.
Danny asks his friend Maria to help him walk 2 dogs. He pays her $6 an hour to help him. If they walk 2 dogs from noon until 3 p.m., how much money does each of them earn
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