Question

FORUM PART C IN MAT LAB 1974 EEEEELLL TERULVIOpen 3. According to Moore's law (an observation made in 1965 by Gordon Moore, a cofounder of Intel Corporation ), the number of transistors that would fit per square inch on a Colccati semiconductor integrated circuit doubles approximately every 2 years. Although Moore's law is often reported as predicting doubling every 18 months, this is incorrect. A colleague of Moore took into account the fact that transistor performance is also improving, and when combined with the increased number of transistors results in doubling of performance every 18 months. The year 2015 is the 50th anniversary of the law. Over the last 40 years, Moore's projection has been consistently met. In 1965, the then state-of-the-art technology allowed for 30 transistors per square inch. Moore's law Processor Count Introduction says that transistor density can be predicted by Intel 4004 2300 d{t) - 30*22, where t is measured in years. 1971 Intel 8008 2500 1972 Intel 8080 4500 (a) Letting to represent the year 1965 and Intel 8080 29000 1979 t = 50 represent 2015, use this model to calculate Intel 80286 134000 1982 Intel 80386 275000 1985 the predicted number of transistors per square Intel 80486 1200000 1989 inch for the 50 years from 1965 to 2015. Lett Pentium 3100000 1993 increase in increments of 2 years. Display the AMD KS 4300000 AMD Pentium 7500000 1997 results in a table with two columns-one for the AMD KO 8.800000 AMD year and one for the number of transistors. Pentium 9500000 1999 AMD K6- 21300000 AMD (b) Using the subplot feature, plot the data in AMD K7 22000000 1999 AMD Pentium 4 42000000 2000 a linear x-y plot, a semilog x plot, a semilog y 54300000 2003 AMD plot, and a log-log plot. Be sure to title the plots AMD KB 105900000 2003 AMD and label the axes. hanium 2 220000000 2003 asium 2 with OMB cache 592000000 241000000 2006 Sony/IBM Toshid (c) The total transistor count on integrated Core 2 Duo 201000000 circuits produced over the last 35 years is shown in Core 2 Quod 582000000 , 2006 the table at right. Create a semilog plot (with the y G80 601000000 NVIDIA POWERS 79000000 2007 -axis scaled logarithmically) of the actual data, Dual Core hanium 2 1700000000 2006 using circles only to indicate the data points (no Quad Core Bonium 1.kwela processor 2000000000 2008 lines). Include a second line representing the 8-Core Xeon NehalemEX 2300000000 2010 10 Core Xeon Weimare EX 2600000000 2011 predicted values using Moore's law, based on the hel 1971 count as the starting point. Add a legend to your plot. 1996 1997 1999 Boro 2004 Call 2006

Answer 1

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clc
clear all
close all
x=[1971,1972,1974,1979,1982,1985,1989,1993,1996,1997,1997,1999,1999,1999,2000,2003,2003,2003,2004,2006,2006,2006,2006,2007,2006,2008,2010,2011];
y=[2300,2500,4500,29000,134000,275000,1200000,3100000,4300000,7500000,8800000,9500000,21300000,22000000,42000000,54300000,105900000,2200000000,5920000000,2410000000,2910000000,5820000000,6810000000,7890000000,17000000000,20000000000,23000000000,26000000000];
semilogy(x,y,'o');
xx=1971:2:2011;
yy(1)=2300;
for i=2:length(xx)
yy(i)=2*yy(i-1);
end
hold on;
semilogy(xx,yy);
legend('Data points','Moore''s law fit');

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