Write the equivalent version of Euclid's fifth postulate.
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Solution
The equivalent versions of the Euclid’s fifth postulates states
that, if a straight line crosses the two straight lines making the
alternate angles equal to one another, then the straight lines will also
be made parallel to one another.
There is no specific upper limit that has been considered to the area of the triangle.
We can draw a circle which passes through the three collinear points provided that the points are given.
The straight line which is parallel to the straight line is parallel to each other.
When the two straight lines intersect one another then it cannot be parallel to the third one.