Percentage of the population
In the normal distribution what percentage of the population can be expected to be found within +/-2 standard deviation from the mean?
a) Zero
b) 99.7%
c) 68%
d) 95.4%
Expected delivery within 24 Hours
Consider f(x) be the linear function, f(x) = ax + b for constants a and b. Illustrate that f(f(x)) is the linear function. Determine the function g(x) such that g(g(x)) = 6x-8.
In a normal distribution what percentage of the population can be expected to be found within +/-3 standard deviations from the mean?
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Towers supporting cable are 400 feet apart and 100 feet high. If cables are at the height of 10 feet midway between towers, find height of cable at the point 50 feet from center of bridge?
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