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Section 5.2 · Geometry and measure

Intersecting lines

Recognise the properties of angles on intersecting lines, perpendicular lines, and parallel lines with a transversal.

6 teaching slides 98 practice questions Worked answers for every question

1 · Teaching slidesuse ← → keys

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2 · Key words

intersecting linesLines that cross each other.
vertically opposite anglesThe angles opposite each other where two lines cross; they are equal.
perpendicularMeeting at a right angle.
parallelAlways the same distance apart, never meeting.
transversalA line that crosses a pair of parallel lines.
corresponding anglesAngles in matching positions on parallel lines (an F shape); they are equal.
alternate anglesAngles on opposite sides of a transversal (a Z shape); they are equal.

3 · Summary of the sectionrevise from this

  • Where two straight lines cross, four angles are made.
  • Vertically opposite angles are equal — the pairs opposite each other.
  • Angles side by side lie on a straight line, so they add to 180°.
  • Because of that, the four angles are a, 180−a, a, 180−a — and they total 360°.
  • If one angle is 90° then all four are, and the lines are perpendicular.
  • Parallel lines never meet. A line crossing them is a transversal.
  • On parallel lines, corresponding angles (F shape) are equal and alternate angles (Z shape) are equal.
  • Always state the reason: “vertically opposite angles are equal”, or “angles on a straight line add to 180°”.

Video lessons5 videos

Math Antics - Angle Basics

American mathantics

Naming angles and reading a diagram — the vocabulary needed before the rules.

Vertically Opposite Angles

British corbettmaths

Exactly the 5.2 skill: the pairs of equal angles made when two lines cross.

Angles: Parallel Lines

British corbettmaths

Corresponding, alternate and co-interior angles, with exam-style examples.

Angles in parallel lines

British stretchcorbettmaths

A second pass over the same ideas at a gentler pace.

Parallel, Intersecting, and Perpendicular Lines

American Math with Mr. J

The three ways two lines can be related, with the diagram marks explained.

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4 · Practice98 questions, easiest first

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5.1 A sum of 360°

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5.3 Drawing lines and quadrilaterals