st-line

Related Questions

• If $a+b+c=0$ and $p\ne 0,$ the lines $ax+(b+c)y=p,$ $bx+(c+a)y=p$ and $cx+(a+b)y=p$

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• The line parallel to the x-axis and passing through the intersection of the lines $ax+2by+3b=0$ and $bx-2ay-3a=0$ , where $(a,\,b)\ne (0,\,0)$ is

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• A straight line $(\sqrt{3}-1)x=(\sqrt{3}+1)y$ makes an angle ${{75}^{o}}$ with another straight line which passes through origin. Then the equation of the line is

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• Equations of lines which passes through the points of intersection of the lines $4x-3y-1=0$ and $2x-5y+3=0$ and are equally inclined to the axes are

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• The position of the points (3, 4) and (2, –6) with respect to the line $3x-4y=8$ are

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