Demystifying - Area of a parallelogram

Drills

Base times perpendicular height, and why using the slant side gives an answer that is always too big.

Author note — to cover

Base times perpendicular height, with diagrams deliberately labelling the slant side as a distractor; explain by shearing or cutting to a rectangle why the slant answer is always too big. G16 lists the formula among those to know. The rhombus uses the same formula. Both tiers. (G16)

  • Fluency — direct questions on area of a parallelogram, limited to this lesson's stated scope (4 questions).
  • Application — use the same skill in unfamiliar or contextual questions without introducing a later method (4 questions).
  • Check — questions built around the exclusions and likely misconceptions named in the lesson brief (4 questions).

The test

—coming soon—

Where to go next

The method this drill practises is taught on Area of a parallelogram.