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Individuals receiving financial assistance under TANF due to low incomes and few resources must be covered Multiple Choice by state Medicaid programs. by an employee insurance program. by a spouse's insurance program. by the Medicare program.

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Pregunta 1 (25 puntos) Los extremos de la barra AB están restringidos a moverse a lo largo de las trayectorias mostradas. En un instante dado, A tiene una velocidad de vA=4 ft/s y una aceleración de aA=7 ft/s2. Determina la velocidad y la aceleración angulares de AB en este instante. 2 ft 4 ft/s A a=7ft/s² B 2 ft 097 ---

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Question 5 2 pts Which conclusion is the most reasonable? The sample gives strong evidence that the mean birth weight for the population of all babies is 3,400 grams. There has been a decrease in birth weight from the 2005. A sample with a mean birth weight of 3,400 grams is not surprising if the population's mean birth weight is 3,500 grams; therefore, the sample does not provide convincing evidence that the town's mean birth weight is less than 3,500 grams this year. The actual sample is 100 grams less than the town's mean birth weight last year; therefore, this sample gives strong evidence that the town's mean birth weight is less than 3,500 grams this year.

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Find all the limit points of the set $A = \{\frac{1}{2^n} + \frac{1}{5^m} : m \in \mathbb{N} \text{ & } n \in \mathbb{N}\}$. Discuss whether A is open or closed in $\mathbb{R}$.

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discuss the internal auditors use of surveys as the method collect the information needed to do risk assessment

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How many ATPs are produced during fermentation? 5 4 3 2 1

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Find the second derivative of the function.\ f(\theta) = 6 \tan(\theta)\ f''(\theta) =

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Find the derivative of the function. g(x)=((5x^(2)-2)/(2x+5))^(-2) Find the derivative of the function 5x2-2-2 gx)= 2x+5

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6. Why is it that the electrical impulse cannot pass from neuron to muscle fiber?

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Two firms operate in an industry with inverse demand given by p = 16 - q. Each firm operates with constant marginal and average cost equal to 0. Firms compete by setting the quantity to sell in the market. 1) Determine the best reply function of each firm. 2) Determine what are in equilibrium the quantities offered by each firm, the market price and the profits obtained by each firm. 3) Assume firms cooperate and choose joint output to maximize their joint profit, sharing the resulting demand. Calculate market price and production and profits of firms A and B. 4) Using a normal-form representation, illustrate a one-shot simultaneous game in which firms can only choose between the cooperative and Cournot quantities (hint: you may need some additional work to derive some of the firms' profits). Find the equilibrium of this game and discuss.

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philip p.