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Put a ring around the equator. Now, cut it, enlarge it by 6 feet, and put it back. How far out from the earth will it be? (The Earth's radius is 4000 miles.) a) a negligible amount. b) a ladybug might be able to crawl underneath the ring. c) A chipmunk coudl run underneath the ring. d) A teacher could crawl underneath the ring. e) You could drive a riding lawn mower underneath the ring.
Let F be a field, let R be a ring with more than one element, and let phi:F->R be a surjective homomorphism.
A fire detection sensor is tested for its failure rate and found to have a mean failure rate of 3.6E-2 per hour of exposure with a standard deviation of
Build a three dimensional shape and prepare a set of questions to be presented to the class for problem solving. Questions should encourage students to cover the concepts of perimeter, volume, surface area, number of vertices, faces, and edges ass..
find the perimeter of the triangle lying in xyz-space with vertices at the points: (5,-2,3), (4,7,3), and (4,7,9)
To estimate animal populations, biologists count the total number of animals in a small section of a habitat. The total population of animals is directly proportional to the size of the habitat (in acres) polled.
air temperature T varies in a periodic manner, with highs during the day and lows during the night. Assume that the weather pattern is the same for one week, and suppose that T(in degrees Farenheit) at a particular time of day is given by the func..
The average trunk diameter of a pine tree is greater than the average diameter of a spruce tree.
What is the probability that the randomly selected participant is someone 60 or over and is female?
A company wishes to manufacture a box with a volume of 24 cubic feet that is open on top and is twice as long as it is wide. Find the width of the box that can be produced using the minimum amount of material. Round to the nearest tenth, if necess..
Find the distance of the ship from the lighthouse.
If A and U are two subsets of a normed vector space, and U is open, show that A+U is open. Here A+U={a+u | a belongs to A and u belongs to U}.
Distributive Laws (I) Prove that A intersection (B union C) = (A intersection B) union (A intersection C)
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