restart: f(t):=piecewise(t<0 and t>-1/2,-sin(Pi*t),t>0 and t<1/2,-sin(Pi*t)); NiM+LUkiZkc2IjYjSSJ0R0YmLUkqUElFQ0VXSVNFR0YmNiQ3JCwkLUkkc2luRzYkSSpwcm90ZWN0ZWRHRjFJKF9zeXNsaWJHRiY2IyomSSNQaUdGMSIiIkYoRjYhIiIzMkYoIiIhMiNGNyIiI0YoNyRGLTMyRjpGKDJGKCNGNkY9 g(t):=piecewise(t<0,0,t<1, cos(Pi*t)); NiM+LUkiZ0c2IjYjSSJ0R0YmLUkqUElFQ0VXSVNFR0YmNiQ3JCIiITJGKEYtNyQtSSRjb3NHNiRJKnByb3RlY3RlZEdGM0koX3N5c2xpYkdGJjYjKiZJI1BpR0YzIiIiRihGODJGKEY4 plot([f(t),g(t)],t=-1..1); 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 T:=2; w[0]:=2*Pi/T; NiM+SSJURzYiIiIj NiM+Jkkid0c2IjYjIiIhSSNQaUdJKnByb3RlY3RlZEdGKg== assume(k,posint); a[k]:=1/T*int(f(t)*cos(k*Pi*t),t=-1..1); NiM+JkkiYUc2IjYjSSNrfGlyR0YmIiIh b[k]:=1/T*int(f(t)*sin(k*Pi*t),t=-1..1); NiM+JkkiYkc2IjYjSSNrfGlyR0YmKipGKCIiIi1JJGNvc0c2JEkqcHJvdGVjdGVkR0YuSShfc3lzbGliR0YmNiMsJComRihGKkkjUGlHRi5GKiNGKiIiI0YqRjMhIiIsJiokRihGNUYqRjZGKkY2 c:=1/T*int(f(t),t=-1/2..1/2); NiM+SSJjRzYiIiIh b[1]:=limit(b[k],k=1); NiM+JkkiYkc2IjYjIiIiIyEiIiIiJQ== fou(t):=c+b[1]*sin(1*w[0]*t)+2*Sum(a[k]*cos(k*w[0]*t)+b[k]*sin(k*w[0]*t),k=2..10); NiM+LUkkZm91RzYiNiNJInRHRiYsJi1JJHNpbkc2JEkqcHJvdGVjdGVkR0YtSShfc3lzbGliR0YmNiMqJkkjUGlHRi0iIiJGKEYyIyEiIiIiJS1JJFN1bUdGLDYkKixJI2t8aXJHRiZGMi1JJGNvc0dGLDYjLCQqJkY6RjJGMUYyI0YyIiIjRjJGMUY0LCYqJEY6RkFGMkY0RjJGNC1GKzYjKihGOkYyRjFGMkYoRjJGMi9GOjtGQSIjNUZB fou(t):=value(fou(t)); NiM+LUkkZm91RzYiNiNJInRHRiYsLi1JJHNpbkc2JEkqcHJvdGVjdGVkR0YtSShfc3lzbGliR0YmNiMqJkkjUGlHRi0iIiJGKEYyIyEiIiIiJSomRjFGNC1GKzYjLCRGMCIiI0YyIyEiJSIiJComRjFGNC1GKzYjLCRGMEY1RjIjIiIpIiM6KiZGMUY0LUYrNiMsJEYwIiInRjIjISM3IiNOKiZGMUY0LUYrNiMsJEYwRkNGMiMiIzsiI2oqJkYxRjQtRis2IywkRjAiIzVGMiMhIz8iIyoq plot([f(t),fou(t)],t=-2..4); 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