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Introduction To Euclid's Geometry

Question

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Consider the point A(–2, 3)

(i) How many lines can be drawn passing through A?
(ii) Give equation of any two lines passing through A.
(iii) Without actually drawing the graph, find a point, other than A, on each of these two lines.

Solution

Solution not provided.
Ans. (i) infinitely many (ii) x +y + 1 = 0, -x + y = 5
(iii) (0, 1), (0, 5)

Some More Questions From Introduction to Euclid's Geometry Chapter

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