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Filling a Swimming pool from Using and Understanding mathematics - discussion post
Service station cars arive randomly at a rate of 1 car every 30 min. the average time to change oil on a car is 20 min. both the time between arrivals and service time can be modeled using the negative exponential Poisson distribution.
When the son works alone, it takes him an hour longer to clean than it takes his dad alone. Find how long it takes the son to clean alone.
question 1 the graph below shows a companys profit fx in dollars depending on the price of pencils x in dollars being
Let N = 5 and use a calculator to compute y0,···, yN for the Trapezoid Rule up to 3 decimal places. Compute an approximation of I with the Trapezoid Rule for N = 5. Compare it with your result for part a).
Do you know someone who is a productive narcissist? What characteristics do you find most beneficial in this type? Be sure to use two references to support your answer.
You operate a delivery service in your local area, but you are thinking of expanding to another market. You're concerned that you might need to set different prices in the new market because the cost of gas might be much different.
A train leaving town X for town Y at dawn is to arrive at its destination 300km away, traveling at 72km/hr, find the speed of the train in m/s
Trace the algorithm below and track the number of times that the addition operation (+) is executed over the course of the program's run time. Answer the question by giving a formula in terms of n:
what is the probability that if a randomly selected scooter did not pass inspection, it came from assembly line B?
Find the equation of the family of circle at the intersection of x2+y2-x+3y-4=0 and x2+y2-8x-4y+10=0 through the member at point (1, -7). Find k, general form, standard form and C(h,k) & r
Find the Model h(x)=? What is the maximum acceleration experienced by the passengers if the plain maintains a constant horizontal velocity of 150 knots?
what they represent in the context of the problem
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