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A sample of 14 light bulbs is tested to see if they last as long as the manufacturer claims they do. 3 light bulbs fail the test.
Two light bulbs are selected from the sample without replacement. Find the probability that at least one of these light bulbs failed the test. Enter your answer as a number between 0 and 1 accurate to 3 decimal places.
the demand x for a hand-held electonic organizer is given by p = 5000(1-4/4+e^-0.002x) where p is the price in dollars. Find the demands x for the prices of (a)p=$600 and (b) p = $400
If a baseball player's batting average is 32 %, find the probability that the player will get atmost 26 hits at 100 times at bat.
Inside a semicircle tunnel of the diameter 30 feet, a vertical support beam is placed 4 feet from the side of the tunnel. How tall is the beam?
a rectangular sheet of paper of area a = 170 sq cm is rolled into a right circular cylinder by joining opposite ends of the paper. If this produces a cylinder having volume V = 300cm, determine the radius r of the cylinder.
the article suggested that, in some cases, this should be enough evidence to reject the null hypothesis.
How would you explain the difference between the method used for graphing a function from how to determine the domain and range from the graph of a function?
Decision Analysis with Decision Tree, Jack Nimble, an employee of Daniel Construction Company, claims to have injured his back as a result of a fall while repairing the roof at one of the Eastview apartment buildings
The integers 1 through 25 are arranged in a 5 x 5 array (we use each number from 1 to 25 exactly once). All that matters is which numbers are in each column and how they are arranged in the columns.
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)
Suppose G is a finite group with the property that every non-identity element has prime order (D3 and D5 are examples of groups with this property).
Find the value of the integral of g(z) around the circle |z - i| = 2 in the positive section when g(z) = 1/(z^2+4)
Consider the following elements of the vector space P3 of all polynomials of degree less than or equal to 3. p(x)= x-1, q(x)=x+x2, r(x)= 1+x2-x3
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