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Marymount is interested in doing a quality of life survey among MU female professors of varying years of experience. In order to obtain a sample that is representative of the female faculty of MU, which would be the best sampling methodology to employ? Briefly describe how this might be done. Are there any ethical considerations the university might need to address in this study? If so, what are they and how might they be addressed?
Data regarging the value of a particular laptop is represented in the graph I will make It takes half as long for the value of a particular color printer of the same purchase price to be the same value as the laptop answer the fllowing.
a ball is thrown straight upward from the ground and attains a height of s(t)=-16t^2+128t+ 4 ft. above the ground after t seconds. When does the ball reach the maximum height and what is the maximum height?
A suburban hotel derives its gross income from its hotel and restaurant operations. The owners are interested in the relationship between the number of rooms occupied on a nightly basis and the revenue per day in the restaurant.
Draw an acute scalene triangle. Label the vertices A, B,C on the interior of each angle. Construct a segment congruent to line segment AC. Label the endpoints D and E.
There are two small cities, Santa Clara and Santa Rosa. Santa Clara has 20 houses and Santa Rosa has 15 houses. An inspector must randomly choose 5 houses in Santa Clara and 7 houses in Santa Rosa to inspect.
A city sells plots in its cemetery for $1000 plus an amount calculated to provide for the costs of maintaining the grounds in perpetuity.
A table shows number of tickets and ticket cost, describe the pattern. How does the cost per ticket change as you buy more tickets?
Find the missing dimension for each three-dimensional figure to the nearest tenth, given the volume and other dimensions.
Calculation of a Laplace Transform from first principles
Suppose that you flip a coin 10 times. What is the probability that you achieve at least 6 tails?
A right triangle has one leg that is twice as long as the other leg. The hypotenuse is 2 square root 5 inches. Find the length of the other leg.
How many distinct rectangles with integral sides can be made such that each of them has a perimeter of 1006 units?
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