was collected over a time of 200 seconds and eight points were then selected and placed into the Absorbance Spectrum Data Table. The table shows that over time the absorption is decreasing. Absorbance Spectrum Data Table: Time | A | [FC] | LN [FC] | 1/[FC] | 0 | 1.04 | 0.00063 | -7.36931 | 1586.538 | 25 | 0.726 | 0.00044 | -7.72874 | 2272.727 | 50 | 0.481 | 0.000292 | -8.14042 | 3430.353 | 101 | 0.209 | 0.000127 | -8.97395 | 7894.737 | 126 | 0.142 | 8.61E-05 | -9.36046 | 11619.72 |
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mathematical form: Information: Vm(t) Carrier: Vc(t) = Vco sin ( 2 fc t + FM: VFM (t) = Vco sin (2 fc + (f/Vmo) Vm (t)t + We have replaced the carrier frequency term‚ with a time-varying frequency. We have also introduced a new term: f‚ the peak frequency deviation. In this form‚ you should be able to see that the carrier frequency term: fc + (f/Vmo) Vm (t) now varies between the extremes of fc - f and fc + f. The interpretation of f becomes clear: it is the farthest away
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side band modulation (DSB)‚ double sideband suppressed carrier modulation (DSB-SC)‚ double sideband full carrier modulation (DSB-FC)‚ single side band modulation(SSB)‚ phase modulation (PM)‚ frequency modulation (FM)‚ m(t)-message signal‚ A(c)-amplitude of carrier‚ Am- amplitude of message signal‚ f(m) or f(c)-frequency‚ Y(t)-modulated signal‚ Xc(t)-carrier signal‚ Wc [Fc=Wc/2pi] frequency of carrier signal‚ Wm[Fm=Wm/2pi] frequency of message signal‚ Ka-amplitude sensitivity factor‚ USB-upper side
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corner kicks or free kicks to try scoring a goal. Speed‚ strength and stamina are the three main abilities needed to be a good defender. Some good players in this position is Nemanja Vidic who plays for Manchester United and John Terry from Chelsea Fc Third is midfielder. Midfielders are players who play in the midway between the attacking strikers and the defenders. Midfielder have great responsibility in football game. Their main duties are to maintain possession of the ball‚ taking
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Lecture on Production and Cost of Production Basic Economics Production is the transformation of inputs into outputs. Production Function shows the relationship between quantities of various inputs that can be produced with those inputs per unit of time expressed in a table‚ graph or an equation. Q = f (K ‚L) given a technology Where: K = Capital and L = Labor Periods of Production 1. Short – run – the use of at the least one factor of production cannot be changed‚ or there are
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Problem 11-4 FCs Dollars 14‚400) 1.10 15‚840 Implied value of 100% 16‚000 x 1.10 17‚600) Carrying amount of S Company’s net assets 13‚000 1.10 14‚300) Acquisition differential 3‚000) 1.10 3‚300) Plant and equipment 2‚000) 1.10 2‚200) Goodwill 1‚000) 1.10 1‚100) Cost of 90% of S Company Allocated: (a) The Canadian dollar is the functional currency i.e. S Company is an integrated foreign subsidiary. C = closing rate Dec.
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BEAM DESIGN DESIGN LOAD 1. Calculate factored point load (P.43‚ Table 4.2) 2. Calculate max shear‚ V for all axis 3. Calculate max moment‚ M for all axis SECTION PROPERTIES 1. Write down all section properties (Section table) SECTION CLASSIFICATION 1. Obtain design strength‚ py (P.32‚ Table 3.2) 2. Calculate ε 3. 4. 5. Classify flange (P.66-68‚ Table 7.1-7.2‚ 7.3) Classify web (P.66-68‚ Table 7.1-7.2‚ 7.3) Conclude classification (選最差) 275 py LOCAL PLATE BUCKLING (有 COMPRESSION 先計)(FOR CLASS
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(Adapted: Managerial Accounting by Garrison & Noreen) Suggested Solutions: 1. b = 15‚200 – 12‚800 / 19 – 11 b = 2‚400 / 8 b = 300 2. TC = VC + FC TC = 300(X) + FC 12‚800 = 300(11) + FC 12‚800 = 3‚300 + FC FC = 12‚800 – 3‚300 FC = 9‚500 per month Annual: P9‚500 x 12 = P114‚000 3. Y = 300X + 9‚500 4. TC = 300(20) + 9‚500 TC = 6‚000 + 9‚500 TC = 15‚500 Least-Squares Regression Method Makabuhay Funeral Homes’ total overhead costs
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$40 ($150 - $88 - $8 - $14) 2. Peoria Fixed Cost: $4‚704‚000 ($30 + $19 x 96‚000 (400 x 240)) Moline Fixed Cost: $2‚265‚600 ($15 + $14.50 x 76‚800 (320 x 240)) 3. Peoria Breakeven Point: 73‚500 units ($4‚704‚000 (FC) / $64 (CM)) Moline Breakeven Point: 47‚200 units ($2‚265‚600 (FC) / $48 (CM)) 2. 1. Peoria Normal Production: 96‚000 units (400 x 240) Moline Normal Production: 76‚800 units (320 x 240) Total Normal Production: 172‚800 units (96‚000 + 76‚800) Manager’s plan is short by 19‚200
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chapter 3 Amplitude Modulation Fundamentals n the modulation process‚ the baseband voice‚ video‚ or digital signal modifies another‚ higher-frequency signal called the carrier‚ which is usually a sine wave. A sine wave carrier can be modified by the intelligence signal through amplitude modulation‚ frequency modulation‚ or phase modulation. The focus of this chapter is amplitude modulation (AM). I Carrier Amplitude modulation (AM) Objectives After completing this chapter‚ you
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