Since Essay Examples

since we cannot cut 12 inches twice from 16 inches of the square. Hence our maximum possible volume is obtained when x=103b). Function fx=x4 -8x3 +6x2 +40x+3(i) local and absolute maximum and minimum f'x=4x3 -24x2 +12x+40=(4x-20)(x+1)(x-2)x=5 or-1 or 2 When x=5, f5=-22, f4=3 , f6=27 hence x=5 is the local minimaWhen x=2, f2=59, f3=42 , f1=42 hence x=0 is the local maximaFor f-1=-22, f0=3 , f-2=27 hence x=0 is the local minimaii). X-coordinates at the points of inflections f''x=12x2-48x+12Using the quadratic formula –b±b2-4ac2a x=2±23 which are the inflection points x c. vertical asymptotes of f (x) =cotx vertical asymptote causes the denominator to be zero cotx=cos xsin...

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HOME WORK

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Since we have 0 in the denominator, the limit=0 (e) evaluate A'(x) at x = 1, 2, and 3. A(x) = -3x 2t dtSolution =d/dx(t2) At x=1; (12)-(-32) =-5 At x=2; (22)-(-32) =-2 At x=3;(32)-(-32) =12 (f) . Let A(x) represent the area bounded by the graph and the horizontal axis and vertical lines at t=0 and t=x for the graph in Fig. 25. Evaluate A(x) for x = 1, 2, 3, 4, and 5. Solution At X=1; A=1*1= 1unit2 X=2; A=1+1.5=2.5 units2 X=3; A=2.5+(1*2)= 4.5 units2 X=4; A=4.5+1.5=6 units2 X=5; A=6+1=7 units2 Work cited Anton, Howard, Irl Bivens, and Stephen Davis. Calculus. Vol. 2. Hoboken: Wiley,...

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Problem 2

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since v is undisclosed) Thus, gains from bid would equate to bn. The probability of attaining bn for each player would be 50%, Thus, at equilibrium, bn = ½ Suppose MMn chooses never to become informed (pn = 0), and MMm chooses always to become informed (pm = 1). Suppose the uninformed MM sets prices 0 < bn ≤ an < 1. Argue that in this case, the informed MM should optimally set bid (ask) price marginally above (below) the informed MM’s bid (ask) price whenever V = 1 (V = 0). As for the ask (bid) price when V = 1 (V = 0), any price such that the informed MM will not sell (buy) the asset is optimal. Price setting for MMn is bound by their comprehension of the market. In the case of MMn1...

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Memo

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since I feel that the increase is minimal. I am entitled to a higher increase due to the added effort and the contribution that I have made to the success of the company. I managed to achieve all the goals that I had set in at the beginning of the previous year. One of my goals was to surpass the sales record in our department that stood at $ 2.3 million that had been set by the sales team in 2016. I successfully managed to motivate the members of our team throughout the trading period to surpass the sales record by $ 0.7 million. I also instituted the use of modern technology in our department to allow the company to reach more customers hence get more revenue. Among the programs that have been...

since that may make them behave differently contrary to what they normally do. And also I would try as much as possible make the members being researched on to remain realistic as possible. Two The advantages of the informed consent are to help the participant who is involved in the research to remain on track concerning the information that is being researched on. And also it gives the participant the overview of the importance of the research that is being conducted. On the contrary, the disadvantage of the informed consent is that it makes the participant pretend and therefore she/he may give some answers to the researcher to please the researcher but not true information. Three There is...

since the high figures can also be an indication that the company is not making the best use of its working capital, has not secured financing and is not making efficient use of its current assets. In this respect, the current ratio results show that Potz and Pans is more likely to get the loan when compared to WannaBees. Question 2. The acid-test ratio for Potz and Pans has been calculated as 1.67:1 whereas the acid-test ratio for WannaBees has been calculated as 0.29:1. Based on the results, Potz and Pans should receive the loan. This is because the company has a ratio figure of 1.67:1 to indicate that for every $1 of current liability, the company has $1.67 liquid assets value to cover its...

since investors must shift their accounting practices causing a change in their decision-making approaches. The implication is that there is a need for the identified concerns to be addressed and allayed before discontinuing LIFO use to preempt the negative effects on the financial...

Since the approximating function is linear in value, it is easier to employ the matrix method to derive the weight coefficient. This type of the equation is applied where prediction of series is required as well as when controlling nonlinear systems that present unstable behaviors. Essentially, Radial Basis Functions are typically trained by a two-step algorithm. Akima Interpolation This is a continuously differentiable spline interpolation built from third order piecewise polynomials. In Akima interpolation, the interpolation polynomials are only determined by the data from the next neighbor points. This makes the method computationally very efficient and hence there is no need to solve the large...