Determine the linear function for constants a and b
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.
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Assume that for a five year old automobile, the probability the engine will need repair in year 6 is 0.3, while the probability that the tires need replacing in year 6 is 0.8. The probability that both the engine will require repair and the tires
When personal computers were introduced to the market, the computer hard drive failed 10 percent of the time. Although the hard drives were inspected, only 80 percent of all defective drives were discovered by this inspection. What is the probabil
For equations given below, find functions of x and y you require to plot along horizontal and vertical axes of linear graph paper to create data points fall on the straight line.
A vehicle operates a system to detect the object close to vehicle when backing up which consists of n sensors which are inspected once a month as well as repaired if necessary.
In a normal distribution what percentage of the population can be expected to be found within +/-3 standard deviations from the mean?
Determine the velocity, acceleration and speed of the particle with given [position function. Draw the path of particle and sketch velocity and acceleration vector for specified value of t. r(t)= t i+ cos t j+ sin t K , t=0.
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?
In the normal distribution what percentage of the population can be expected to be found within +/-2 standard deviation from the mean?
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