tbt2_ders_notu

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∫ x 2 e 3tx dx clc; syms x t; simple(int(x^2*exp(3*t*x),x)) Simple komutu sadeleştirme yapar ve en sade biçimde görüntüler. 6
∫ dx x(logx) 2 dx clc; syms x pretty(int(1/(x*(log10(x)^2)),x)) e−x ∫ √e −x + 4 dx clc; syms x pretty(int(exp(-x)/sqrt(exp(-x)+4),x)) dx ∫ 5 + 2x − x 2 dx 1 ∞ ∫ e −ax2 dx −∞ ∫ ( 2x(x2 + 3) (x 2 + 3) 2 + 1 ) dx clc; syms x int((2*x*(x.^2+3))/(((x^2+3))^2+1),0,1) 0 π 2π ∫ ∫ (ysinx + xcosy)dxdy 0 π clc; syms x y double(int(int(y*sin(x)+x*cos(y),x,pi,2*pi),y,0,pi)) 7
Page 1 and 2: İÇİNDEKİLER MATLAB`DA DİZİLER
Page 3 and 4: double fonksiyonu sembolik olarak v
Page 5: quad('1./((x+1).^2)',1,2) 1 ∫ ( 2
Page 9 and 10: ÖRNEKLER clc; syms x limit(1/x,x,0
Page 11 and 12: Matlab`da diferansiyel denklem çö
Page 13 and 14: Çizgi Stili (LineStyle) Kesintisiz
Page 15 and 16: plot(x,y,'--ro') xlabel(yazi(1,1));
Page 17 and 18: z=get(pyazi,'String'); m={'A:';'B:'
Page 19 and 20: clc; x=[8,7,9,12,20,35,22]; y=2009:
Page 21: Örnek: [0,π] aralığında π/6 a

tbt2_ders_notu

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