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Question: People arrive at a visa office at the rate of one every 15 ±10 minutes. There are three officers (A, B, and C) who scrutinize the applications for a duration of 30 ± 10 minutes. From the past records, it is found that on an average, 25% of the applications are rejected. Visa applicants form a single line and go to the officer whoever becomes free. If all the three are free, customers always select officer B who is believed to be considerate. Simulate for 500 visa applicants and determine
a) How many of them selected officer B?
b) How many visa applications are rejected?
How are rational exponents related to radicals? Give an example of how an expression with a rational exponent can be rewritten as a radical expression.
A coin is tossed four times. Let the random variable X denote the number of tails that occur.
Use the Table of Integrals to evaluate the following integrals. 0∫1 x4e2x dx and ∫sec2(3t)tan2(3t)/√(25-tan2(3t))dt
Let a and b be two arbitrary skew (nonparallel) vectors, and set a = ab + ap, where ab is parallel to b and ap is perpendicular to b and lies in the plane.
Recommend an action for the Board of Regents. Propose a course of action plan that includes quantitative analysis methodologies to assist the Board of Regents with making this decision.
For the motion described, graph the position vs. time, velocity vs. time, and acceleration vs. time, on the grids provided.
State the research and null hypotheses to test whether or not doctors in this HMO have less experience than the national average at alpha=0.05
where t is the number of days elapsed since starting using social networking. How long will it take for 100 new potential customers to have heard of the company?
a) Give the second-order Taylor polynomial P2(x)for the function f(x)=x^2*ln(x), about a=1. b) Use Taylor's Theorem to give the Remainder Term R2(x)=f(x)-P2(x), as a function of x and some zbetween 1 and x.
Find a non-linear function g : R2 → R such that the contour g(x, y) = 2 is the first line while the contour g(x, y) = 8 is the second line.
Which of the following would be a valid tensor equation? You should indicate if the equation is valid; and if it is not valid, you should state why.
If max divides his land into square field's that are 1/4 mile long and 1/4 mile wide, how many fields will be have?
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