write the distance properties in some geometrical figure.
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A few examples involving distance formula in coordinate geometry. ... Here is a figure to illustrate ... To solve the problem, we need to recall the properties of the above quadrilaterals, ...
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1. A triangle ABC is an isosceles triangle if AB = AC or AB = BC or AC = BC.
2. A triangle ABC is an equilateral triangle if AB = BC = CA.
3. A triangle ABC is a right-angled triangle if the sum of the squares of two sides is equal to the square of the third side, i.e.,
AB2 = BC2 + CA2 or BC2 = CA2 + AB2 or AC2 = AB2 + BC2
4. The distance of any point on a circle from the centre = radius of the
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