Introduction to...

How many dimensions does a plane surface have?

Which of the following statements is true?

How many points are common between two distinct lines?

P is a point on a plane surface. How many lines can pass through P?

Which of the following statements is correct?

(I) If a + b = 5c, b + c = 5d and c = d, then a = d.
(II) If a = b, c = 2d and m = 3n, then a + c - m = b + 2d + 3n.
(III) If a = 2p, b = 2p and c = 2p, then a + b = 2b + c.
(IV) If a + b = 2r and m + n = 2r, then 2a + b = m + 2n.

If p and q are two intersecting lines, also p || and q || m, then what is the relationship between and m?

^{_{If and m are intersecting lines and p is any third line, then which of the following is false?}}

If a = b and c = d, which of the following relationships is equivalent to a = c?

If A = 2k and B = 2k, which of the following relationships is true?

Euclid's fifth postulate gives an idea about

In the given figure, P is a point not lying on m. How many lines which pass through P are parallel to m?

In the given figure, AB = BD. If BP = PD, then which of the following relationships is true?

If a = k, b = k and c = k, which of the following relationships is true?

In the given figure, AB = CD and CD = EF.



Which of the following options is true?

In the given figure, lines AB and CD are intersected by another line PQ. If AB and CD intersect each other on the RHS of PQ, which of the following measures of angles cannot be the value of 1 + 2?