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Related Questions

• The equations of the lines which cuts off an intercept $– 1$ from y-axis are equally inclined to the axes are

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• The vertices of a triangle OBC are $(0,\ 0),\ (-3,\ -1)$ and $(-1,\ -3)\ $ respectively. Then the equation of line parallel to BC which is at $\frac{1}{2}$ unit distant from origin and cuts OB and OC, is

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• The points (1, 3) and (5, 1) are the opposite vertices of a rectangle. The other two vertices lie on the line $y=2x+c,$ then the value of c will be

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• A straight line through the point (1, 1) meets the x-axis at ‘A’ and the y-axis at ‘B’. The locus of the mid-point of AB is

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