Numerade

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4.2. Find $g'(1)$ if $g(x) = \sqrt{e^{f(x)}}$ when $f(1) = 1$ and $f'(1) = 2$.

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2024 income tax liability for the following calendar year corporations. Corporation A has taxable income of $68,000, therefore its income tax liability for 2024 is $fill in the blank 1. Corporation B has taxable income of $800,000 therefore its income tax liability for 2024 is $fill in the blank 2.

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If her lung capacity is 1.75 L, is she able to float without treading water with her lungs filled with air? Assume the density of air is 1.29 kg/m3.

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The figure shows the electric field produced by a point charge at two different positions in space. The charge itself is not shown on the figure. Which of the following statements is correct? 900 N/C 400 N/C A single point charge cannot produce this pattern of electric field. At least two charges are needed. The charge is negative and it is located one unit to the right of the 400 N/C field. The charge is positive and it is located one unit to the left of the 900 N/C field. It is impossible to tell the sign and location of the charge. The charge is positive and it is located two units to the left of the 900 N/C field.

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11'-7" 4'-3" 3'-2" Refrigerator A Cutting Board B 6'-4" 11'-9" Countertops 2'-11" RANGE Ovens D C DOOR 1'-7" 3'-3" 5'-1" 12'-1" Figure 117.306 2. The plan view of the kitchen in a restaurant is shown in Figure 117.306. The fewest number of receptacles that can be installed along the wall in countertop space D (between the range and the ovens) is ___. a. 0 b. 1 c. 2 d. 3 e. 4

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Department S had 500 units 60% completed in process at the beginning of the period, 8,300 units completed during the period, and 1,000 units 44% completed at the end of the period. What was the number of equivalent units of production for the period for conversion if the first-in, first-out method is used to cost inventories? Assume the completion percentage applies to both direct materials and conversion cost. a. 9,440 b. 7,800 c. 8,000 d. 8,440

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8.5 Refer to Exercises 8.1 and consider the unbiased estimator $\hat{\theta}^*$ that you proposed in Exercise 8.3. a Express MSE($\hat{\theta}^*$) as a function of V($\theta$). b Give an example of a value of a for which MSE($\hat{\theta}^*$) < MSE($\hat{\theta}$). c Give an example of values for a and b for which MSE($\hat{\theta}^*$) > MSE($\hat{\theta}$).

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Find the arclength of the curve $x = 5t + 7$, $y = 12t + 9$ with $4 \le t \le 8$.

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Solve for w. |3w| - 7 > 8. Write a compound inequality like 1 or like x < 1 or x > 3. Use integers, proper fractions, or improper fractions in simplest form. Submit.

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Determine the Laplace transforms in the problem: 6a^2cos(rb)3sin(2x) 2(s^2 + 2) - 24 (a) (b) 5(s^2 + 4) s(s^2 + 16) 7a) cosh(rb)2sinh(226) 52 - 2 16 (a) (b) 5(s^2 - 16) 8. 4sin(at + b), where a and b are constants. 4 acos(b) + s*sin(b) 9. 3cos(r - a), where w and are constants. 3 s*cos + sin(2) + 2

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angela c.