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A bankroll contains ten one-dollar bills and five ten-dollar bills. Two of these are stolen and their denomination is unknown. If a bill is chosen at random from those left, what is the probability that it will be a ten-dollar bill?
Explain in your own words when the elimination method for solving a system of equations is preferable to the substitution method.
Find the p value and at 0.07 level of significance, test above hypothesis.
A separate sample of 500 people is mailed the second brochure; 125 get the credit card. Are the two campaigns equally attractive to customers? Find the test statistic.
Let |G| be finite and N be a normal subgroup of G. If xN is an element of G/N and has order a power of p, show that there exists a y element of G such that |y| is a power of p and yN=xN.
By looking at two linear equations, how can you tell that the corresponding lines are parallel, the same graph, or intersecting lines? How many solutions does each possibility have and why is that? Show examples for each possible situation.
Assuming the lifetime of the batteries is normally distributed; determine the number of days that at least 95% of the batteries will last beyond.
You can operate a train if at least 200 people buy tickets. The fare will be $8 per person if 200 people buy tickets, but will decrease 1 cent for each additional person over 200. what number of passangers will bring the railroad the maximum reven..
A 2 mile cab ride costs $1.70. A 7 mile cab ride cost $3.70. Find a linear equation that models cost as a function of distance.
Write the greatest place-value position in which the digits differ.
What is the expected value of the expense forecast for the coming year? C. what is the variance of the expense forecast for the coming year?
Find the point on the graph of the given function at which the slope of the tangent line is the given slope.
Given that the second light is yellow, find the probability that the first light was red.
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