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If Tom Bombadil's house is 16 miles east of Hobbiton and 12 miles south, what is the straight line distance (omit units)?
A checkered flag used for racing is a square flag containing 64 alternating white and black squares. How many squares on the checkered flag contain an equal number of white and black squares?
The solution to Queuing Analysis. The Bay City Police Department has eight patrol cars that are on constant call 24 hours a day. A patrol car requires repairs every 20 days, on average, according to an exponential distribution
MAth question there are 56 boxes how many ways could you arrange the boxes in rectangular arrays?
Confidence interval for Population mean
Write the two equations in slope-intercept form, and then determine how many solutions the system has.
Two ships leave a port at the same time. Ship M travels north, and Ship N travels east. Five hours later, the two ships are 135 miles apart. If Ship N has traveled 108 miles from the port, how many miles has Ship M traveled?
Determine if the given set constitutes a real vector space. The operations of "multiplication by a number" and "addition" are understood to be the usual operations associated with the elements of the set:
Two trains are approaching each other on the same track. They are 500 miles from each other. One train is traveling at 40 mph, the other at 60 mph. A bird is flying back and forth between them at 150 mph. How long before they collide?
Find the dimensions of the enclosure that is most economical to construct.
The surface area of the right squre pyramid is given by S=b square rt. b^2 + 4h^2. If the pyramid has height of 10 feet and surface area of 100 square feet, what is the length of a side b of its base?
Compute and interpret the meaning of the instaneous rate of change at t=11
Test the hypothesis for single proportion.
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