INTERFACE CONTENTS: y Introduction y Touch less monitor y Touch sensor y Working y Touch less wall y Touch wall y What s next? Introduction A touch screen is a display that can detect the presence and location as touch within the display area. Touch screen can also sense other passive objects such as stylus. Cntd: y The touch less touch screen sounds like it would be nice and easy‚ however after closer examination it looks like it could be quite a workout. y This unique screen
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y1 = 1; y2 = 0; y3 = 0; y4 = 0; y5 = 0; Y = 0; y = 0; x1 = cos(2*pi*1000*t); in_p = input(’\nDo you want to enter first primary user Y/N: ’‚’s’); if(in_p == ’Y’ | in_p == ’y’) y1 = ammod(x1‚Fc1‚Fs); end in_p = input(’Do you want to enter second primary user Y/N: ’‚’s’); if(in_p == ’Y’ | in_p == ’y’) y2 = ammod(x1‚Fc2‚Fs); end in_p = input(’Do you want to enter third primary user Y/N: ’‚’s’); if(in_p == ’Y’ | in_p == ’y’) y3 = ammod(x1‚Fc3‚Fs); end in_p
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ylabel(’y’); title(’Unit Step’) Plot of a triangular signal clear all time=-8:0.001:10; ind1=find(time=-2 & time < 0); ind3=find(time>=0 & time < 2); ind4=find(time>=2); y(ind1)=0.5; y(ind2)=1+time(ind2); y(ind3)=1-time(ind3); y(ind4)=0.5; plot(time‚y) plot(time‚y‚’linewidth’‚3) set(gca‚’fontsize’‚12) axis([-3‚ 3‚ -1‚ 2]) grid on xlabel(’x’); ylabel(’y’); title(’Triangular Signal’) This part of the task also required me to add labels to both the x and y axis using
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Analysis v Strengths ÿ The name “Crush” is the first name people think of when they think of orange soda. ÿ World’s first soft drink marketer‚ now 4th largest one ÿ Schweppes brand equity support ÿ Crush has is a long life brand ÿ Crush has high awareness in big cities ÿ Crush is the most recognized orange flavored soda name ÿ It is used in many trendy pop-culture outlets (i.e. vintage clothing‚ popular restaurants ÿ Crush has sufficient resources v Weaknesses ÿ Cadbury Schweppes PLC
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Pan-Europa Case Study Q1: In order to avoid a potential hostile takeover‚ Pan-Europa must keep current shareholders satisfied with company performance. The company must prove it is competitive and able to meet the short-term and long-term demands of the consumer through innovative product expansions‚ efficiency improvements‚ and modest market expansions. By doing so‚ the shareholders will retain their shares and not make them available to raiders like Carlo de Bendetti or the Flick brothers.
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EC 3101: Microeconomic Analysis II A/P Indranil A/P Indranil Chakraborty All relevant details on EC3101 are in the syllabus The morning office hours on Tuesday will start from the third week of lectures t tf th thi d k fl t Important Highlights Important Highlights • Text book: Intermediate Microeconomics: A modern h approach by Hal R. Varian (8th edition) One midterm and one final exam Please do not email material‚ lecture or exam related questions. Post your questions precisely on IVLE Forum or ask
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f (x‚ y )‚ y (0) = y 0 dx So only first order ordinary differential equations can be solved by using Euler’s method. In another chapter we will discuss how Euler’s method is used to solve higher order ordinary differential equations or coupled (simultaneous) differential equations. How does one write a first order differential equation in the above form? Example 1 Rewrite in dy + 2 y = 1.3e − x ‚ y (0 ) = 5 dx dy = f ( x‚ y )‚ y (0) = y 0 form. dx Solution dy + 2 y = 1.3e
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aq p[qm" p$l" p[qm" %<@" aq km;R<y;c;r;¥;in gOÁNte 1 ¨dgynpUvpR =;h"pu<y;heWu k;y;R…‚ 2 yDopvIitn; 3 p[d≤=‚m( 4 purSt;dudGvop£m" 5 tq;åpvgR" 6 aprp=e ip}y;…‚ 7 p[;cIn;vIitn; 8 p[sVym( 9 d≤=‚toåpvgR" 10 in…mˇ;ve=;…‚ nw…m·ˇk;in 11 a…¶…m?v; p[;gg[dw .R rRw …¶’ p·rStO‚;it 12 p[;gudgg[vw ;R 13 d≤=‚;g["w ip}yeWu 14 d≤=‚;p[;gg[vw ;R 15 ¨ˇre‚;…¶’ d.;RNTs’StIyR √N√÷ Ny≤ç p;];…‚ p[ynu ·ˇ_ devs’yˇu _;in 16 s’dev mnu„ys’yˇu _;in 17 Ekìkx" iptOsy’ ˇu _;in 18 piv]yoSs’Sk;r a;y;mt" prIm;‚’ p[o=‚Is’Sk;r" p;]p[o=
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C) = 0.30 * 0.15 * 0.20 = 0.009 Exercise 2.9 – a) For constructing the probability table let us presume that H – denote the event that person is Infected with HIV V – denote the event that person is NOT infected with HIV Y – denote the event that person is Tested positive in the Blood test N – denote the event that person is Tested negative in the Blood test Other data provided to us in the question is Total people infected with HIV – 550‚000 (0.55 mil) Drug user with
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5) and (3‚-1) change in y 5 1 6 6 m or change in x 2 3 5 5 3 Section 2.3 Linear Functions and Slopes 4 Section 2.3 Linear Functions and Slopes Example Find the slope of the line passing through the pair of points (5‚-2) and (-1‚7). 5 Section 2.3 Linear Functions and Slopes First: Plot both points on the graph 6 Section 2.3 Linear Functions and Slopes Next: Draw a line through the points 7 Section 2.3 Linear Functions and Slopes change in y 2 7 9 3 m or change
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