题目内容:
设y1(x),y2(x),y3(x)是微分方程y''+p(x)y'+q(x)y=f(x)的三个线性无关的解,f(x)≠0,则该方程的通解为().
A.C1y1(x)+C2y2(x)+y3(x) A.C1y1(x)+C2y2(x)+y3(x)
B.C1y1(x)+(1—2C1)y2(x)+C1y3(x)
B.C1y1(x)+(1-2C1)y2(x)+C1y3(x)
C.(C1—C2)y1(x)+C2y2(x)+y3(x)
C.(C1-C2)y1(x)+C2y2(x)+y3(x)
D.C1y1(x)+C2y2(x)+C3y3(x)(C1+C2+C3=1)
D.C1y1(x)+C2y2(x)+C3y3(x)(C1+C2+C3=1)
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答案解析: