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Of 1000 applicants for a mountain-climbing trip in the Himalayas, 450 get altitude sickness, 622 are not in good enough shape, and 30 have allergies. An applicant qualifies if and only if this applicant does not get altitude sickness, is in good shape, and does not have allergies. If there are 111 applicants who get altitude sickness and are not in good enough shape, 14 who get altitude sickness and have allergies, 18 who are not in good enough shape and have allergies, and 9 who get altitude sickness, are not in good enough shape, and have allergies, how many applicants qualify?
how to find the maximum height and when the ball reach its maximum height using this formula h=-16t^2+Vot+ho if the initial velocity is 112ft.per second.
Model each situation with a linear function and graph. Is it reasonable to include negative numbers in the range?
question ron the realtor is offered a job directly out of real-estate school. he has a selection as to which way he
State whether it is inconsistent or has infinitely many solutions. If the system has infinitely many solutions, write the solution set with y arbitrary.
veronica borrowed 4,020 from the city credit union if she borrowed 10.9 % for 48 months but paid the loan out in 24 months with out any penalties what was her cost of credit compared to paying the loan out in 48 months?
Automorphism, Abelian Group and GCD, Let G be a finite Abelian group of order n, and let m be a positive integer with gcd(m,n)=1. Prove that φ:G-->G defined by φ
The amount of pollution varies directly with the population of a city. City A has a population of 6 60,000 people and produces 4 1 0,000 tons of pollution.
Consider the path r(t)=(6t,3t2,3lnt) defined for t>0. Find the length of the curve between the points (6,3,0) and (12,12,3ln(2)).
Suppose that a car normally sells for $16,500 and is now on sale for $14,000. What is the percent of discount? If necessary, round your answer to the nearest tenth.
the rate of growth of a particular population is given by Dp/dt=50t^2-60t^3/2 where t is time in years. If the initial population is 25,000, how long will it take the population to double?
Describe a real-life situation to which the normal distribution could be applied. Explain why. How does a normal distribution differ from one, which is not? Which aspects of your situation might be altered?
is there a significant decrease in body weight for patients after participating in a 7 week special weight loss diet?
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