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What are the requirements to recognize revenue in the united states

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The role of siblings seems to be least influential in O early adulthood. O adolescence. O middle adulthood. O childhood.

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When a surplus exists the price is below the market clearing price. quantity demanded exceeds quantity supplied. an excess quantity demanded exists. None of these.

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Evaluate the following limit. Use l'Hôpital's Rule when it is convenient and applicable. \lim_{x \to 1} \frac{\ln x}{7x - x^2 - 6} Use l'Hôpital's Rule to rewrite the given limit so that it is not an indeterminate form. \lim_{x \to 1} \frac{\ln x}{7x - x^2 - 6} = \lim_{x \to 1} \boxed{ }

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10 points A blacksmith drops a 2.86 kg piece of steel heated to 523°C into 4.87 kg of water at 18°C. A. Given the specific heat capacities $c_{steel} = 0.450 \frac{J}{g^{\circ}C}$ and $c_{water} = 4.184 \frac{J}{g^{\circ}C}$, calculate the final temperature of the water and the steel. B. What is the heat, $q_s$, of the hot piece of steel?

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NH3+Cl- Ph + NaHCO3 In the box below, draw the structures of all of the products of this acid-base reaction. • You do not have to consider stereochemistry. • You do not have to explicitly draw H atoms. • Do not include lone pairs in your answer. They will not be considered in the grading. • You should include all products. Draw cations and anions in separate sketchers. • Draw one structure per sketcher. Add additional sketchers using the drop-down menu in the bottom right corner. • Separate multiple products using the + sign from the drop-down menu.

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9:41 2 of 2 cdn.fbsbx.com Done A unity negative feedback system has uncompensated transfer function $G_u(s)$ as illustrated in figure 1. R(s) + \frac{1}{s^{10}} \frac{4}{s+3} \frac{3}{s+4} C(s) Figure 1: Detail model of the uncompensated system. Requirements: 1. Derive the overall transfer function of the uncompensated system. 2. Sketch the root locus of the uncompensated system. 3. Determine the gain of the system at an overshoot of 10% [use a suitable simulation tool]. 4. Determine the steady-state error of the uncompensated system for ramp input. If the steady state error is non-zero, design an appropriate compensator to make it zero. However, If the steady state error is zero design an appropriate compensator for an $1D+1$ fold reduction in settling time. 5. Compare the step response of compensated and uncompensated system using appropriate simulation tools (i.e., MATLAB). Page 2 of 2

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Routing Data The internet is modelled as a directed network $G = (V, E)$, where the vertices are data centers, and edges represent connections between data centers. There are $k$ types of data, and for the $i$th type of data, there is a source data center $s_i$, a destination data center $t_i$, and we want to transfer at least $r_i$ units of this type of data through the network from $s_i$ to $t_i$ (we are allowed to transfer more). Using edge $e = (u, v)$, we can transfer at most $c_e$ total units of data from $u$ to $v$. For example, if $c_e = 2$, we could use $e$ to transfer 2 units of type 1 data, or 1 unit of each of type 1 and type 2 data. Our goal is to come up with a plan for routing each type of data, so that the total amount of data transferred is maximized. Let $f_{i,e} \ge 0$ denote the number of units of the $i$th type of data we transfer using edge $e$. Describe how to write each of the following aspects of this problem as linear programming constraints or objectives in terms of these variables. (a) For any vertex besides $s_i, t_i$, the amount of data type $i$ arriving at that vertex is the same as the amount leaving. (b) The total amount of any kind of data being transferred through edge $e$ is at most $c_e$ units. (c) At least $r_i$ units of data type $i$ leave $s_i$ (and arrive at $t_i$). (d) The total amount of data being transferred (i.e., the sum over the source data centers of the amount of data leaving them) is as large as possible.

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Accounts receivable for Smith Ltd. were reported on the statement of financial position prepared at the end of 20X8, as follows: Accounts receivable Less: Allowance for doubtful accounts In 20X9, the following transactions took place: Accounts written off $122,900 3,530 $119,370 $2,150 Accounts previously written off but recovered 650 Page 434 Additional information: The company sells goods on account. At the end of the year, accounts receivable are aged and the following percentages are applied in arriving at an estimate of the charge for doubtful accounts. Current accounts Accounts 1-2 months overdue Accounts 3-6 months overdue Accounts 7-12 months overdue Accounts more than 1 year overdue Estimated loss 0% 7% 20% 50% 95% At the end of the year, most of the accounts receivable are current. However, the aging schedule (after write-offs and recoveries) shows the following: Accounts 1-2 months overdue $7,500 Accounts 3-6 months overdue 6,100 Accounts 7-12 months overdue 2,500 Accounts more than 1 year overdue 880 Required: 1. Give the entries required to record the transactions listed above and also to adjust the accounts. 2. Calculate the balance for accounts receivable and the related allowances as at 31 December 20X9, and show these accounts as they will appear on the statement of financial position.

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2. Find the exact length of the parametric curve. $x = \cos^3 t$, $y = \sin^3 t$, $0 \le t \le \pi/2$

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sherry w.