Numerade

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Reasoning that starts with a limited number of specific instances or examples and results in one drawing a conclusion is known as a(n) argument

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A company pays $15,000 of country club dues for its chief fundraising officer. The officer spends 60% of his time at the club entertaining business clients. The remaining 40% of his time in the country club is personal. What is the proper tax treatment of the $15,000 dues expense? The company deducts $9,500, and the officer reports $6,000 on his tax return as compensation. The company deducts $6,000, and the officer reports $6,000 income as compensation. The company deducts $15,000, and the officer reports $15,000 income as compensation. The company has no deduction for the club dues.

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Question 48 (3 points) The clients's ICS includes the following: This process focuses on the relationship of ICS (and related risks) to specific financial statement accounts/assertions. Which of the following components of the client's ICS [Internal Control Structure] would include this concept? CONTROL ACTIVITIES INFORMATION & COMMUNICATION CONTROL ENVIRONMENT RISK ASSESSMENT MONITORING

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Which of the following would not be a characteristic of an inclusive classroom? She has a consistent and visual schedule, reviewed orally everyday for the benefit of all her students. Her curriculum is modified and adapted for the content learned by each student, the process or instructional strategies used, and product at varied levels of complexity and varied pacing, in order to meet the needs of each student. Students at the same level are grouped to work together, so that those who are more advanced are not disadvantaged. The classrooms five rules are created with the help of the children, positively stated, observable, and measurable and apply to behavior only.

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5. Tiger salamanders exhibit cannibalistic behavior at times, eating other tiger salamanders. However, they choose to eat salamanders which are not closely rela to them (i.e., they would eat a “cousin” rather than a sibling). How does evolutionary theory help us explain this behavior?

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Question 3 a) In the system of two flip-flops shown below what is the minimum clock cycle time with no skew between clocks? Assume the setup time of the flop is 0.3ns, the clk-to-q delay is 0.2ns and the hold time is 0.4ns. So essentially the D-Q delay of the flop is 0.5ns, assuming that the data arrives before the clock. The dotted line and the values in the logic block indicate the maximum logic delay between input and output. Highlight the critical path. Flop L 4ns b) The clocks can be skewed from each other by 1.5ns. This means that the clock to flopl can arrive 1.5ns earlier than the clock to flop2 (skew typel) or the clock to flop2 can arrive 1.5ns earlier than the clock to flopl (skew type2). Also assume that the skew amount and direction are time invariant, i.e. either typel or type2 can occur in a system, not both. Recalculate the minimum cycle time of part (a) and indicate which one of the two types of skew described above causes the worst case skew. c) The minimum cycle time with latch based system is hard to determine, since in a latch based system you can borrow time from your neighboring phase as long as the logic in that phase does not need all its time. The circuit below is almost the same circuit only the flop is replaced by a phi2-phil flip flop. Assume that the D-Q delay through each latch is 0.25ns (there is no setup time, hold time and clk-to-q delay in this system).Draw the critical path and find out the minimum cycle time of this system. latch latch Phi 1 L 4ns latch latch Phi 2 d) Recalculate the minimum cycle time of part (c) with the skew conditions similar to part (b). Also indicate the worst case skew type.

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Practice Final Score: 18.75/35 21/35 answered • Question 32 Express the confidence interval 34.6% $< p <$ 52.2% in the form of $\bar{p} \pm E$. + Check Answer 0/1 pt 3 Details

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Consider the autonomous equation y = y^2 - 25 with initial data on the open interval I = (-âˆž, âˆž). (a) Find all the equilibrium solutions of the differential equation on the interval I. Equilibrium Solutions: -5, 5 (b) Find the open interval Iincreasing where solutions to the differential equation are increasing. Tincreasing: (-âˆž, -5) U (5, âˆž) (c) Find the open interval Idecreasing where solutions to the differential equation are decreasing. Idecreasing: (-5, 5) (d) Classify the stability of each equilibrium solution found in part (a) as Stable or Unstable. Stability of Equilibrium Solutions: -5 (Unstable), 5 (Stable)

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If an inviscid fluid is steadily flowing around a sphere with radius $r$, where the velocity profile is given as $\vec{V} = V_o \left(1 + \frac{r^3}{x^3}\right)$ where $V_o$ is the free-stream velocity. Considering the flow in the x-direction only, where the flow can be broken down into three regions: $\vec{V} = \begin{cases} V_o \hat{i} & x < -10 \\ V \hat{i} & -10 \le x < r \\ 0 & x = -r \end{cases}$ Determine the pressure variation along the streamline in the x-direction from $-\infty$ to $-r$. Hint: energy must be conserved along a streamline.

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1. Unit of energy is ? a) Watt (W) b) Watt-hour (Wh) c) Joule-hour (J) d) Pascal (Pa) 2. I. Law of thermodynamics is related to ? a) Conservation of mass b) Conservation of energy c) Conservation of dynamics d) Balance of power 3. Mathematical equation No.2 of I.law of thermodynamics is ? a) $dq = du + dh$ b) $dq = du + w_t$ c) $dq = dh + w_t$ d) $dq = dh + w_v$ q - heat (J/kg) u - internal energy (J/kg) h - enthalpy (J/kg) $w_v$ - volume work, $w_t$ - technical work (J/kg) 4. Equation of state for 1 kg of ideal gas is? a) $pV = mRT$ b) $pv = rT$ c) $pV = rT$ d) $pV = RT$ r - specific gas constant (J/kg K) R - universal gas constant (J/Kmol K) m - mass (kg)

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joel m.