Giải các phương trình sau : a. (3x-1)/(x-1)-(2x+5)/(x+3)=1-4/(x-1)(x+3)
Giải thích
3x−1x−1−2x+5x+3=1−4x−1x+3x≠1x≠−3⇔3x−1x+3−2x+5x−1x−1x+3=x−1x+3−4x−1x+3⇒3x2+8x−3−2x2−3x+5=x2+2x−3−4⇔3x=−9⇔x=−3(ktm)S=∅
3x−1x−1−2x+5x+3=1−4x−1x+3x≠1x≠−3⇔3x−1x+3−2x+5x−1x−1x+3=x−1x+3−4x−1x+3⇒3x2+8x−3−2x2−3x+5=x2+2x−3−4⇔3x=−9⇔x=−3(ktm)S=∅