Giải thích các bước giải:
a.Ta có : $AB//CD//JI$
$\to\dfrac{OI}{AB}+\dfrac{OI}{CD}=\dfrac{CI}{CB}+\dfrac{BI}{BC}=\dfrac{BI+IC}{BC}=\dfrac{BC}{BC}=1$
$\to\dfrac{1}{OI}=\dfrac{1}{AB}+\dfrac{1}{CD}$
b.Ta có : $AB//CD//IJ$
$\to\dfrac{OJ}{CD}=\dfrac{AJ}{AD}=\dfrac{BI}{BC}=\dfrac{OI}{CD}\to OI=OJ$
$\to OI=\dfrac 12IJ$
$\to\dfrac{1}{\dfrac 12IJ}=\dfrac{1}{AB}+\dfrac{1}{CD}$
$\to\dfrac{2}{IJ}=\dfrac{1}{AB}+\dfrac{1}{CD}$