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Expand and find the derivative: f(x)=ln((x2ex)/(2x-9)) I am able to expand to lnx2+lnex-ln(2x-9) but i do not know how to get the derivative from here?
A lottery sells 10,000 tickets at $1each and draws five tickets to choose five winners. The first winner gets $4,000 , the second winner gets $2,000, and the last three get $500 each. Find the expected value of the ticket.
create a data set of your own regarding something of interest to you. populate the data set with sample data at least
Conduct research and present the class with 1) the mission, vision, and value statement of an actual firm 2) whether or not you feel the firm has been successful in adhering to their statements and 3) provide examples to support your response to q..
An executive invests $24,000, some at 8% and some at 6% annual interest. If he receives an annual return of $1,800, how much is invested at each rate?
Regression analysis is a statistical tool for the investigation of relationships between variables. In essence, it is a technique for modeling and analyzing.
What velocity should the bird have (speed is the same) so that the temperature around the bird increase as fast as possible? What is the rate of change of the temperature?
Logarithms and exponents are inversely related. What does this mean mathematically, and how can we use an inverse to solve a problem? What are the properties of logs? Demonstrate this by solving an example of a logarithmic equation and label which pr..
SDJ, Inc., has net working capital of $3,710, current liabilities of $5,500, and inventory of $4,440. What is the current ratio?
Four marbles are chosen without replacement from a box containing 11 red, 9 blue, and 4 yellow marbles. Let X be the number of blue marbles chosen.
A group of ducks and cows are in a field. They have a total of 65 heads and 226 legs. How many ducks are in the field?
Suppose you earned a score of X = 54 on an exam. Which set of parameters would give you the highest grade.
Let M = (S, I) be a matroid. Prove that M∗ is a matroid. Prove that the rank function r∗ of M∗ is given by r∗(A) = |A| - r(M) + r(S\A), and conclude TM∗ (x, y) = TM(y, x)
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