Вопрос:

I have a table with three columns labeled A, B, and C, and multiple rows. Each cell contains a mathematical equation, mostly linear equations in the form y = mx + b, or expressions for x. I need to extract all these equations and organize them by column.

Ответ:

ABC
\( y=2x-3 \)
\( y=-2x+6 \)
\( y=-\frac{1}{2}x+3 \)
\( y=4x \)
\( y=-5x \)
\( y=3 \)
\( y=-4 \)
\( x=2, x=-2 \)
\( y=-3x-6 \)
\( y=0.1x+0.5 \)
\( y=4x-2 \)
\( y=-4x+4 \)
\( y=3x \)
\( y=-3x \)
\( y=5 \)
\( y=-5 \)
\( y=x-2.5 \)
\( y=-x+1.5 \)
\( y=3+2x \)
\( y=-5x-5 \)
\( y=5x+5 \)
\( y=4x-4.8 \)
\( y=-\frac{1}{3}x+2 \)
\( y=6x-3 \)
\( y=-0.3x-9 \)
\( y=-5x \)
\( y=7 \)
\( y=-3 \)
\( x=4 \)
\( x=-4 \)
\( y=-\frac{1}{5}x+1 \)
\( y=1.2x-6 \)
\( y=5x \)
\( y=-4x \)
\( x=5 \)
\( x=-3 \)
\( y=0.2x+1 \)
\( y=-7x+7 \)
\( y=-6x+6 \)
\( y=-6x-6 \)
\( y=6x+6 \)
\( y=6x-6 \)
\( y=6x, y=-6x \)
\( y=2x, y=-2x \)
\( y=-2x-7 \)
\( y=2x+7 \)
\( y=-2x+7 \)
\( y=2x-7 \)
\( y=x \)
\( y=x+1 \)
\( y=x-1 \)
\( y=7 \)
\( y=-7 \)
\( x=7 \)
\( x=-7 \)
\( y=5x+3 \)
\( y=5x-3 \)
\( y=-5x-3 \)
\( y=-5x+3 \)
\( y=x \)
\( y=-x \)
\( y=2x \)
\( y=-2x \)
\( y=6 \)
\( y=-6 \)
\( x=2.5 \)
\( x=-2.5 \)
\( y=\frac{1}{6}x-\frac{1}{2} \)
\( y=-0.4x+2 \)
\( y=-0.5x-2 \)
\( y=8x+4 \)
\( y=-\frac{1}{3}x+2 \)
\( y=4x-4.8 \)
\( y=5-2x \)
\( y=\frac{1}{2}x-4 \)
\( y=-\frac{1}{2}x+3 \)