Đáp án:
Giải thích các bước giải:
f(x)+g(x)=6x4−3x2−5f(x)−g(x)=4x4−6x3+7x2+8x−9⇒2f(x)=6x4−3x2−5+4x4−6x3+7x2+8x−92f(x)=10x4−6x3+4x2+8x−142f(x)=2(5x4−3x3+2x2+4x−7)⇒f(x)=5x4−3x3+2x2+8x−14
f(x)+g(x)=6x4−3x2−5⇒g(x)=6x4−3x2−5−f(x)g(x)=6x4−3x2−5−5x4+3x3−2x2−8x+14g(x)=x4+3x3−5x2−8x+9