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julia boyer

julia b.

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The rational function y=(a)/(x-7)+k passes through points (10,1) and (2,9). Determine the values of a and k

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7. What would decrease a population's probability of extinction? Circle all that apply. A. Increase quasi-extinction threshold B. Increase $N_0$ C. Decrease quasi-extinction threshold D. Increase $\lambda$ E. Increase time scale (e.g., the probability of extinction in 50 v. 100 years) F. Reduce the variance in annual population growth rate 8. For the options A-F in number seven, which of these options represent decisions that tend to be politically motivated (rather than motivated by data you collect in the field on that population)? B; an increase in $N_0$

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Price discrimination _____ the quantity you sell by _____. increases; always charging a higher price decreases; always charging a higher price decreases; offering selective discounts increases; offering selective discounts

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Question 92 Which of the following is an example of respondent conditioning? Reginald cuts onions and his eyes tear up Reginald goes to a gourmet grocery store and finds his favorite brand of beer. He now shops at the gourmet store more often in the future As a result of his eyes tearing up when he cuts onions, Reginald's eyes start tearing up when he sees an onion at the store Reginald sees 8PM on the clock and turns on his favorite television show

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Part B Required: 2. Prepare the December 31, 2023, adjusting entry to estimate bad debts assuming that uncollectible accounts are estimated to be 1% of net credit sales. View transaction list View journal entry worksheet No Date General Journal 1 December 31 Bad debt expense Allowance for doubtful accounts Debit Credit 21,525 21,525

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Suppose that a sports league consists of 30 teams. Each team plays 50 games per year. Assume that a game has one winner and one loser (no ties). Prove that in a given year, there must be a team that wins at least 25 games and another team that loses at least 25 games.

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Problem 1: Use the given functions to find $(f+g)(x)$, $(fg)(x)$, $(f/g)(x)$, $(g\circ f)(x)$, $(f\circ g)$, and $(g\circ g)$. Simplify your answers. a. $f(x) = \frac{3}{x+1}$ $g(x) = x^2 + 3x - 1$ b. $f(x) = x+4$ $g(x) = \sqrt{4-x^2}$

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Write a class named 'TransportationMode' with two member variables that are NOT public, int wheels, and float mph. Include necessary Constructors and two functions: float timeToDestination(float miles); // Returns a float in terms of hours of how long it takes to travel given the current mode of transportations mph void sayModeOfTransportation(); --> Should say exactly "I am traveling on an unknown mode of transportation." Write two more classes, Car and Bike that inherit from TransportationMode. These should have no member variables. Make the constructor for each such that Bikes have 2 wheels and travel at 15.0 mph, and cars have 4 wheels and travel at 60.0 mph. Each of the derived class should overload the function 'void sayModeOfTransportation()' and instead cout.. "I am traveling on a bike." "I am traveling in a car." Don't overload the timeToDestination method. Finally, the Transportation Mode class should have a friend function named getWheels that takes a TransportationMode object as a parameter. You should declare this inside the class BUT as is the case with a friend function, you should define it outside of the class. You should not create any getter or setter functions to accomplish this. Answer:

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Bodine Mining is considering the cost of opening and operating a mine on land the company already owns. Cash associated with the potential project are as follows: Cost of mining equipment $ 1,150,000 Net annual cash inflows 225,000 Cost to repair the mining roads in 5 years from heavy equipment damage 65,000 Salvage value of mining equipment 150,000 Required Rate of Return 12% Estimated life of mine 8 years SEND YOUR WORK!!! The net present value of this investment would be $

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Problem 4 Evaluate the following indefinite integral: $\int (5x^4 - 8x^3 + 2x^2 + x + 1) dx$

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