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• How can equations and inequalities help a business maximize profit or minimize costs?
• What is the importance of understanding how to set up and solve equations and inequalities?
Discuss in general without a mathematical example.
Calculate the mean for the grouped data.
The average cost per sweatshirt when X sweatshirts are printed is modeled by the formula A= 4.50x+200/x. Determine how many sweatshirts the company must print to have an average cost per sweatshirt of $4.52.
A random sample of size 25 is taken from a normal population having a mean of 80 and a standard deviation of 5. A second random sample of size 36 is taken from a different normal population having a mean of 75 and a standard deviation of 3.
Discuss examples of administrative decisions that might be made in the managing of performance of professor?
Find whether x=3 is a local maximum or a local minimum and Sketch the graph - Sketch possible graphs for all four cases.
The shortlist consists of 7 men and 3 women. Because all the shortlisted applicants are considered to be equally qualified, the names of two of them are drawnn, one after the other at random, to be called for an interview.
Explore and find a real-world application of a quadratic equation, whether it is from the realm of physics, finance, or anything else. Write a paragraph about what you find. In your description,
It is estimated that y , the number of items of a particular commodity (in millions)sold in the united States in year x represents the number of years since 1990 , is given the formula y=1.38x+3.49.
Explain how you would conduct the survey. What are the ethical implications if the manufacturer of Brand A toothpaste asked you to survey only its employees?
The amount of oil used by a ship traveling at a uniform speed varies jointly with the distance and the square of the speed. If the ship uses 200 barrels of oil in traveling 500 miles at 28 miles per hour, determine how many barrels of oil are used..
The weight of a randomly chosen American passenger car is a uniformly distributed random variable ranging from 4,400 pounds to 6,500 pounds.
A survey of fruit tree growers showed the following: How many grew exactly two of these three? How many fruit tree growers were surveyed?
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