Linear programming problem
Use the big M method to solve the following linear programming problem:
Maximize subject to: P= 6x1+4x2+x3
x1+3x2+6x3 18
x1+x2+x3 5
x1,x2,x3 0
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A club with 23 members is voting on the proposal. A group of 5 has decided to vote in favor of proposal while each of the rest of the members vote independently with chance of 44% in favor of proposal. Determine the chances that the proposal will
About 4% of the scientists in National Academy of Sciences believe in PSI (parapsychology such as psychokinesis, telepathy, and astral projection). At the convention 144 members show up. Let X be the number of scientists at convention who believe
Compute x-coordinate of position of ship if time difference between pulses from transmitting stations is 1000 microseconds.
Assume that the proportion of voters who will vote for Mr. Smith is p=0.57. Let pˆ be the sample proportion of voters for Mr. Smith in random sample of size 132. Find out the following probabilities. Don't employ the normal approximation.
Combined production level must not exceed 750 units per month. Five times demand for first product is at least 750 more than demand for second product.
Develop the estimated regression equation which relates line speed to the number of defective parts found. At a .05 level of significance, find out whether line speed and number of defective parts fourn are related.
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The data in the following table show the number of shares selling (millions) and the expected price (average of projected low price and projected high price) for 10 selected initial public stock offerings.
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