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Consider the parabola y=(x^2)/100. FInd another point on the parabola with a tangent line that goes through (100, 50).
Find a recurrence relation for the number of bit strings of length n that contain three consecutive 0s. What are the initial conditions?
the number of coins that Josh spots when walking to work is a poisson rv with mean 6. Each coin is equally to be a penny, a nickel, a dime, or a quarter. Josh ignores the pennies but picks up the other coins.
Apply DeMoivre's Theorem to solve the following: any angles that are multiples of pi/6, pi/4, pi/3, pi/2 or pi must be converted back into regular complex form!
a rancher wants to enlarge an existing rectangular corral such that the total area of the new corral is 1.5 times that of the original corral. the current corral's dimensions are 250 feet by 160 feet. The rancher wants to increase each dimension b..
Probability and Frequency Distributions. Due to rising medical costs, 43 million people in the United States go without medical insurance
Events occur according to a Poisson process with rate lambda=2 per hour. Starting at noon, what is the expected time at which the fourth event occurs?
how much money do they need to invest now to reach their goal?
An Art dealer sold two artworks for $1520 thereby making a profit of 25% on the first work and 10% profit on the other, whereas if he had approached any exhibition he would have sold them together for $1535 with a profit of 10% on the first and 25..
There are 45 participants in the triathlon. The first three finishers will receive prizes. How many ways can the three prizes be given?
The surface area of this pyramid is 189cm squared The area of the square base is 49cm squared. What is the area of one triangular face of the lateral surface?
Pick two data points predicted by the research model a(t) to construct a new exponential model b(t) for the number of cumulative AIDS cases. Discuss how the two models differ and explain the use of the word "relief".
What is the claim? Compute the critical value for a=0.05, compute the test value. Is there sufficient evidence to support he claim?
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