Angles in Kites WORKSHEET
Suitable for Year groups: Year 7, Year 8
GCSE Tier: Foundation
Targeting grades: 1-3
Prerequisite knowledge: Calculating missing angles in other 2D shapes such as triangles, including isosceles triangles.
Learning Objective: Derive and illustrate equal lengths and angles of quadrilaterals. Apply angle facts properties of quadrilaterals to derive results about angles and sides.
Angles in Kites WORKSHEET DESCRIPTION
This worksheet on angles in kites is designed to take students on a deep dive into the unique angle properties of this quadrilateral.
In Section A, learners will use the fundamental rule that angles in a quadrilateral sum to 360° to find missing angles in kites. This process will lead them to the key discovery that a kite has one pair of equal opposite angles. The section reinforces this concept by asking students to highlight these equal angle pairs.
Section B builds on this understanding by providing students with an opportunity to solidify their skills through a variety of calculations.
Section C presents a series of increasingly challenging questions that require students to apply their knowledge of kite properties alongside other geometric rules and algebraic manipulation.
In Section A, learners will use the fundamental rule that angles in a quadrilateral sum to 360° to find missing angles in kites. This process will lead them to the key discovery that a kite has one pair of equal opposite angles. The section reinforces this concept by asking students to highlight these equal angle pairs.
Section B builds on this understanding by providing students with an opportunity to solidify their skills through a variety of calculations.
Section C presents a series of increasingly challenging questions that require students to apply their knowledge of kite properties alongside other geometric rules and algebraic manipulation.
All worksheets are created by the team of experienced teachers at Cazoom Maths.
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Frequently Asked Questions
Derive and illustrate equal lengths and angles of quadrilaterals. Apply angle facts properties of quadrilaterals to derive results about angles and sides.