Parallel Lines
Parallel Lines - Two lines are parallel to each other if (i) they do not meet, however far they are produced on either side. (ii) they are co-planar (they lie on the same plane) (i) The perpendicular distance between two parallel line..
Parallel Lines - Two lines are parallel to each other if (i) they do not meet, however far they are produced on either side. (ii) they are co-planar (they lie on the same plane) (i) The perpendicular distance between two parallel line..How many lines parallel to a given line can be drawn through a given p..
How many lines parallel to a given line can be drawn through a given point out side the line? => 0 or 2 or Infinite or 1..
Construction:
Through A, B and C draw lines parallel to BC, AB and AC respectively. Let these lines meet at P, Q and R forming D PQ..
Given:
Transversal EFGH intersects lines AB and CD such that a pair of alternate E are equal..
Transversal EFGH intersects lines AB and CD such that a pair of alternate E are equal..Construction - 9
To construct a line parallel to a given line through a given poin..
Parallel Lines - Test Questions
Question 1 - Question: Give a definition for a) parallel lines b) perpendicular lines Are these other terms that need to be defined first? Answer: a) Given any straight line and a point not on it, there exists one and only one line which p..
Construction - 9
Construction - 9 - To construct a line parallel to a given line through a given point A line AB and a point O. It is required to construct a line parallel to AB through O. (i) Draw any ..
Number of lines parallel to a line and passing through a given point i..
Number of lines parallel to a line and passing through a given point is/are => infinite or 2 or 0 or 1..
Construction - 14
Construction - 14 - To construct a right angled D ABC when hypotenuse AC = 4 cm and hypotenuse and one acute angle are given (1) Draw a straight line AC = 4cm. (2) Taking OC as diameter, draw a semi circle on AC. (3) At A, construct meeting the semi..
Construction - 14 - To construct a right angled D ABC when hypotenuse AC = 4 cm and hypotenuse and one acute angle are given (1) Draw a straight line AC = 4cm. (2) Taking OC as diameter, draw a semi circle on AC. (3) At A, construct meeting the semi.. Result
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