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1- Let (X,d) metric space and f:X --> X ISOMETRY WITH f[X]is dense in X prove f is homomorphism.
2- Suppose (X ,d) metric space has infinitely many distinct connected components. Is it possible (X,d) compact ? if yes ,give an example if no provide proof?
I want to prove that a population mean is not 150. Use an alpha of 5 percent & set up the full, detailed, five step hypothesis test. Suppose when the sample 200 is taken the sample standard deviation is ten & the sample mean is 151.77.
Consider a beam of length L and a fulcrum a length x away from one end. There are weights, W1 and W2, placed on opposite ends of the beam. Find x so that the system is in equilibrium.
When solving a radical equation, explain why it is important to try and isolate the radical term. If the radical term cannot be isolated, describe exactly how this will affect the process of solving the equation. Give an example.
Find sample size
The sum of the heights of all the students in a class is 1,472 in. The median height is 5ft 2in. How many students are 5ft 2in or taller? How many are shorter?
A football player runs for 1058 yards in 2000 and for 980 yards in 2004. Find the average rate of change in his performance.
two minor league baseball players got a total of 236 hits. washington had 10 more hits than Sanchez. find the number of hits for each player.
A 62 foot rope hangs from the top of a pole. When pulled taut to its fullest length the rope reaches a point on the ground 31 feet from the base of the pole. Find the height of the pole to the nearest tenth of a foot. Let p equal the height of the..
For each of the described curves, decide if the curve would be more easily given by a polar equation or a Cartesian equation. Then write an equation for the curve.
A significant difference in the average amount
Let m and n be positive integers with n dividing m. Prove that the natural surjective ring projection Z/mZ ->Z/nZ is also surjective on the units:(Z/mZ)^x ->(Z/nZ)^x
Please show in detail how to solve the following area problem. Let R be the region bounded by the graphs of f(x) = 4 - x^2/4 +8x
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