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The length of a rectangular room is 4 feet longer than twice the width. If the room's perimeter is 212 feet, find the length of the room.
Probability and computing the odds. Compute the odds of each of the following events and rank them in order of decreasing likelihood.
Please show me how to complete these problems correctly with the actual graph. Solve each absolute value equation and graph the solution set.
What is the difference between identity, conditional, and inconsistent equations? Support your answer with an example of each. What is the necessary condition for the following fraction to be valid? What value(s) of "x" that cannot be used in this ..
Find the z value to the right of the means so that 53.98% of the area under the curve lies to the left.
the well circulated air mixture is vented from the room at the same rate, find a formula for the percentage of carbon monoxide in the room at time t?
Convert the nonlinear, second order differential equation to the first order system and solve the differential equation
Assuming that both patients are on time, find the average amount of time that the 1:30pm appointment spends at the doctor's office.
The average time taken to produce a part at Factory A is 10 minutes. Given this, find the following probabilities. The probability that at least three minutes is taken
Find the probability of random co-incidence, if the probability to get a certain value in both studies was the same, I would expect to have (125/1389)*38=3.41973 data-points with a larger value than the largest value in my study
The Orthogonal group On is the set of all nxn matrices with entries in R such that AA^t = 1. The special orthogonal group SOn is the subset of all matrices in On with det(A) = 1.
A stone is dropped from a high cliff and falls with velocity v = 32t feet per second. How many feet does the stone travel during the first 3 seconds?
integral over gamma of e^(iz) / z^2 dz, where gamma(t) = e^(it), 0=
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