Shape Attributes Venn Diagram

2nd Grade MathGeometry4 pages

About this worksheet

A two-circle Venn diagram sorts six labeled shapes on this 2nd grade page for Common Core 2.G.1: the left circle collects shapes with exactly 4 sides, the right collects shapes with square corners, and the overlap wants both. Students inspect a square, a right triangle, a trapezoid, a rectangle, a hexagon and an equilateral triangle, then place the letters A to F. The sort splits cleanly: square and rectangle share the middle, the trapezoid holds the left alone, the right triangle holds the right, and the hexagon and plain triangle land outside. Three writing prompts follow, including drawing a new shape for the left circle.

Page 1 of 4

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Curriculum objectives covered

2.G.1

Recognize and draw shapes having specified attributes, such as a given number of angles or a given number of equal faces. Identify triangles, quadrilaterals, pentagons, hexagons, and cubes.

The whole sort classifies by the standard's attributes, side counts and angles, and prompt 3 covers drawing a shape to a given specification.

What's inside this worksheet

Shape Bank

Six named and pictured shapes, with square corners marked by small angle squares so students verify instead of guessing.

Venn Diagram Sorting

The two-circle organizer plus a recording table for left only, overlap and right only, with a printed reminder that Neither sits outside.

Think and Explain

Three prompts: what the overlap shapes share, why the hexagon is outside both circles, and a drawing box for a 4-sided shape without square corners.

Answer key

The full six-letter placement plus accepted drawings, from a rhombus to a slanted trapezoid.

How teachers use it

Hoops on the carpet

Lay two rope circles on the floor and sort cut-out shapes physically before the worksheet comes out.

Defend each placement

Require the sentence pattern 'It has ___ sides and ___ square corners.' The marked angle squares make every claim checkable.

Prompt 3 gallery

Pin the drawn shapes on the board. Rhombuses and slanted trapezoids both count, which surprises students expecting one right answer.

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