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According to the USP 795, what would the BUD be on a topical compounded Camphor liniment made using a non aqueous base? Assume you do not have BUD studies.

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How many types of SoE investors in listed companies are usually considered in China? 3 4 2 1

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Determine convergence or divergence of $\sum_{n=5}^{\infty} \frac{1}{n^a \ln(n)}$ if $a = \frac{4}{5}$. The series converges. The series diverges.

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2. Without graphing, predict the x- and y-intercepts, domain, and range for the following exponential equations. Also tell whether each graph is increasing or decreasing. Prove your work. (4 marks each)

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A. The scores of the Miss Universe 2017 candidates from thirteen judges were recorded as follows: \[ 94,91,99,98,93,89,90,97,97,94,94,92,98 \] Find the ff. using Linear Interpolation a. \( Q_{1} \) d. IQR b. \( Q_{2} \) c. \( \mathrm{D}_{2} \) c. \( Q_{3} \) f. \( D_{8} \) B. Mr. Azriel James, owner of ADJAME's cellshop wanted to know the most number of iPhone 15 sold in a day in the month of February. He instructed the employee to keep track of the said cellphone model sold in each day. Below are the number of iPhone 15 sold from the \( 1^{\text {st }} \) day up to the \( 28^{\text {th }} \) day of February. \[ 20,13,6,8,11,9,5,11,12,18,12,1,2,10,3,1,3,5,6,7,11,9,2,5,13,6,7,9 \] Find the following using Linear interpolation a. \( \mathrm{D}_{7} \) e. \( P_{25} \) b. \( D_{9} \) f. \( P_{45} \) c. \( \mathrm{D}_{3} \) g. \( P_{78} \) d. \( D_{5} \) h. \( P_{90} \)

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The sale of government bonds in the open market by the Fed will Multiple Choice decrease aggregate supply. decrease aggregate demand. increase aggregate supply. increase aggregate demand.

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Find equations for the tangent plane and the normal line at point $P_0 (x_0, y_0, z_0) (1, 4, 0)$ on the surface $-5 \cos(\pi x) + 3x^2y + 6e^{xz} + 6yz = 23$. Using a coefficient of 8 for x, the equation for the tangent plane is

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Growing e seued au paau a se pu u Su a pae gndd u looking for an investment opportunity. She is convinced that a bank will be willing to finance an investment in a housing business. Her preliminary study revealed that housing units that are closer to the college can earn more in rent than those that are farther from the college. However, the earnings from the housing that are close to the college may be inconsistent because of constant moving by the students. In addition, there's the possibility that certain classes may be moved online in the future, thereby reducing students' patronage. Meanwhile, the houses that o p saqa n p s paq a pn ae constantly like students, thereby guaranteeing more steady income. The bank has offered to finance either of the two projects at a 5% interest rate compounded annually. She used historical data to estimate the expected revenue from the two investments over a period of 20 years. Project A: Initial Investment: $1,100,000 Year Cash Inflow 1: $121,500 2: $165,000 3: $121,500 4: $168,000 5: $121,500 6: $170,000 7: $121,500 8: $150,000 9: $121,500 10: $150,000 11: $121,500 12: $125,000 13: $121,500 14: $125,000 15: $121,500 16: $128,000 17: $121,500 18: $115,000 19: $121,500 20: $110,000 Project B: Initial Investment: $1,200,000 Year Cash Inflow 1: $121,500 2: $165,000 3: $121,500 4: $168,000 5: $121,500 6: $170,000 7: $121,500 8: $150,000 9: $121,500 10: $150,000 11: $121,500 12: $125,000 13: $121,500 14: $115,000 15: $121,500 16: $115,500 17: $121,500 18: $95,000 19: $121,500 20: $101,500 NPV IRR a. Determine the net present value (NPV) and Internal rate of return (IRR) of both investments and identify the more preferred project under each of the project evaluation methods. Note: There is a conflict between NPV and IRR in the project decision. b. If the NPV and IRR do not reach a consensus on a particular project, identify the cause of the conflict and explain how NPV and IRR are affected by the cause of the conflict. If both NPV and IRR identify different projects as being more financially viable, discuss the reasons for the discrepancy.

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Please work the following problem in your own writing, and submit the solution as a pdf to Canvas: Construct a system of linear equations that describes the traffic flow in the road network in the figure here. All streets are one-way streets in the directions indicated. The units are vehicles per hour. Give two distinct possible flows of traffic. What is the minimum possible flow that can be expected along the branch AB? 200 100 A $x_1$ B 100 150 $x_4$ $x_2$ D C 100 50 $x_3$ 50 50

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Problem 1. (7 points): The upward normal force exerted by the floor is 620 N on an elevator passenger who weighs 650 N. Is the passenger accelerating? If so, what are the magnitude and direction of the acceleration? (Take $g = 9.8 \text{ m/s}^2$)

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