Above I have two shop displays‚ one of these shop displays is the shoe room from Harrods and the other is a Shop display that I mad for Harrods. I will be finding the weaknesses and strengths of each shop display. One of the strengths of these shop display 1 is that there are many tangible goods which make the buyer more interested if they want to buy want the item. If they want to buy it‚ they would want to feel the quality of the fabric before they can take it home with them to see if it worth
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In this assignment I will be reviewing the different effects of exercise on the body system including the acute and long term using the pre-exercise‚ exercise and post-exercise physiological data which I collected based on interval and continuous training method. I will also be including the advantages and disadvantages of these‚ also the participants’ strengths and areas where they can improve on. - Effect of exercise on the musculoskeletal system As Andre began to exercise‚ this had an effect
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further that D1‚ D2‚ and D3 are data objects that can be locked with a shared and exclusive lock. For the ten locking situations below‚ indicate‚ for each session‚ whether it procures the requested lock‚ waits‚ or deadlocks. 1. S1 has a shared lock on D1 and S2 attempts to procure a shared lock on D1. Since s1 has a shared lock on D1 and the other sessions can procure the lock without any waiting for release by s1.so s2 can procure a shared lock on D1 2. S1 has an exclusive lock on D1 and S2 attempts
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further that D1‚ D2‚ and D3 are data objects that can be locked with a shared and exclusive lock. For the ten locking situations below‚ indicate‚ for each session‚ whether it procures the requested lock‚ waits‚ or deadlocks. 1. S1 has a shared lock on D1 and S2 attempts to procure a shared lock on D1. S2 can procure a shared lock on D1 2. S1 has an exclusive lock on D1 and S2 attempts to procure a shared lock on D1. S2 has to wait until S1 releases exclusive lock on D1 3. S1 has
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simultaneous equations. It makes use of determinants and so a knowledge of these is necessary before proceeding. 1. Cramer’s Rule - two equations If we are given a pair of simultaneous equations a1 x + b1 y = d1 a2 x + b2 y = d2 then x‚ and y can be found from d1 b1 d2 b2 a1 b1 a2 b2 a1 d1 a2 d2 a1 b 1 a2 b 2 x= y= Example Solve the equations 3x + 4y = −14 −2x − 3y = 11 Solution Using Cramer’s rule we can write the solution as the ratio of two determinants. −14 4 11 −3 3 4 −2 −3 −2 = 2‚
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expected value approach expected utility expected value of perfect information (EVPI) Solutions: 1. a. b. Decision Maximum Profit Minimum Profit d1 250 25 d2 100 75 Optimistic approach: select d1 Conservative approach: select d2 Regret or opportunity loss table: s1 s2 s3 d1 0 0 50 d2 150 0 0
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Registers D2 AABB CC12 MOVE.B (A0)‚ D2 D3 A0 FFFF EEEE 0000 2000 Registers D2 AABB CCDD D3 A0 FFFF EEEE 0000 2000 MOVE.W (A0)‚ D2 Registers D2 AABB 1234 D3 A0 FFFF EEEE 0000 2000 Memory 002000 002002 002004 1234 5678 ABCD MOVE.L (A0)‚ D2 Registers D2 1234 5678 D3 A0 FFFF EEEE 0000 2000 4-4 Dr. Izzeldin Ibrahim 68000 Microprocessor 68000 Review: Immediate Addressing Mode Examples •Immediate: an actual number X is provided. MOVE.B #12‚ D2 Registers D2 AABB CC0C D3 A0 FFFF EEEE
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stock (rs) 1.50/(.07-.15)= Stock price Price = Dividend / (Required Return - Growth Rate) P7-4 $1.50 7% 15% Constant Growth Valuation Boehm Incorporated is expected to pay a $1.50 per share dividend at the end of this year (i.e.‚ D1 = $1.50). The dividend is expected to grow at a constant rate of 7% a year. The required rate of return on the stock‚ rs‚ is 15%. What is the value per share of Boehm’s stock? $18.75 Preferred Stock Valuation (7–4) Dividend Price of Stock
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4-bit expandable by use 4 components of 2-var mux. We base on tables follow to design them: Table for shift: S0 S1 D0 0 0 Non Shift D1 0 1 Shift Left D2 1 0 Shift Right D3 1 1 not used S0 S1 Q3 Q2 Q1 Q0 0 0 D3 D2 D1 D0 Left Shift 0 1 D2 D1 D0 0 Right Shift 1 0 0 D3 D2 D1 Not used 1 1 II. Design of 4- bit expandable shifter: 1. Real component 4- bit expandable shifter: a. Block 4 -bit expandable shifter:
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Decision Analysis Example Consider the following problem with three decision alternatives and three states of nature with the following payoff table representing profits: States of Nature s1 s2 s3 d1 4 4 Decisions d2 0 3 d3 1 5 Which decision do you choose? -2 -1 -3 Problem Formulation • A decision problem is characterized by decision alternatives‚ states of nature‚ and resulting payoffs. • The decision alternatives are the different possible strategies the decision maker can employ. • The states
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