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Suppose the solution set of a certain system of linear equations can be described as x1 = 5 + 4x3, x2 = 2 - 7x3, with x3 free. Use vectors to describe this set as a line in R3.
Obtain the sample mean and standard deviation of the sales receipts for the trained and untrained salespersons, and briefly interpret your findings - Formulate and conduct the equivalent non-parametric test to that employed
show all work. Last fall, a gardener planted 60 iris bulbs. She found that only 45 of the bulbs bloomed in the spring.
Explain the assignment model and how it facilitates in solving transportation problems. What benefits would be gained from using this model?
Connie walks fro her home to the bicycle repair shop at 6km/r and then bikes home at 20km/h. If the total traveling time is 39 minutes, how far is it from her home to the repair shop?
details a partner company to american intellectual union aiu universal credit inc. would like to examine the required
A long distance trucker traveled 208 miles in one direction during a snowstorm. The return trip in rainy weather was accomplished at double the speed and took four hours less time. Find the speed going.
The speed of light is bout 1.86 x 10^5 miles/second. How long does it take the light to reach Earth from the sun? give answer in seconds and minutes
show that the marginal distribution of Y1 is normal with mean u1 and variance (o1)^2
The altitude of an equilateral triangle is 9.2 centimeters in length. Find the perimeter of the triangle.
at a point (x,y) on a metal plate is T(x,y)=4x2-4xy+y2. An ant on the plane walks around the circle of radius 5 centered at the origin. What are the highest and lowest temperatures encountered by the ants.
Find the absolute minimum value of the following function on the interval [0,2]. f(x) = x2 -4.6x + 1. Find the x-coodinate of the local maximum of f(x)= x3 - 2.1x2 -1.7x.
find the sum of the perimeters and the sum of the areas of all the squares, including the initial one.
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