Geometry worksheets
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In teaching order
Geometry worksheets, easiest first
Each sheet assumes the one above it is comfortable. Start where your child is, not at the top.- Naming 2D shapes
Print triangle / square / pentagon - Flat or solid
Print cube → solid - Comparing corners
Print pentagon vs hexagon - Above, below, beside
Print hexagon above octagon - Composing shapes
Print arch from 4 pieces - Rows and columns of squares
Print 3 rows of 4 - Naming quadrilaterals
Print rhombus / kite / trapezoid - Area by counting squares
Print a 6 x 4 grid of unit squares - Perimeter of a rectangle
Print P = 2(8 + 5) - Area of a rectangle
Print A = 8 x 5 - Area & perimeter puzzles
Print A = 48, P = 28 → __ and __ - Perimeter of triangles and quadrilaterals
Print 12 + 5 + 8 + 5 - Missing side length
Print A = 48, one side 6 - Types of angles
Print acute / right / obtuse - Classifying triangles
Print scalene / isosceles / equilateral - Lines of symmetry
Print a regular hexagon - Rotational symmetry
Print a parallelogram → 2 - Density from area and volume
Print 3,600 people, 15 × 4 mi - Cross-sections of solids
Print hexagonal pyramid, cut down → triangle - Volume by counting unit cubes
Print a 4 x 3 x 2 block → 24 - Volume of a rectangular prism
Print V = 6 x 4 x 3 - Missing edge from the volume
Print V = 120, 4, 5 → x - Area of triangles and quadrilaterals
Print A = (b x h) / 2 - Surface area and nets
Print 2(wd + wh + dh) - Circumference of a circle
Print C = 3.14 x 10 - Area of a circle
Print A = 3.14 x 5 x 5 - Area of composite figures
Print 20 x 12 less 4 x 3 - Complementary and supplementary angles
Print x + 65 = 90 - Angles on a line and around a point
Print 45° + 55° + x = 180° - Angles in a triangle
Print 60°, 85°, x = ___ - Exterior angle of a triangle
Print 35° + 55° → x - Angles in an isosceles triangle
Print apex 70° → x - Triangle inequality
Print 6, 7, 13 → No - Midsegment of a triangle
Print base 22 → x - Angles in parallel lines
Print 50°, x = ___ - Pythagorean theorem
Print 6, 8, and the hypotenuse - Distance between two points
Print (3, 0) to (9, 8) - Midpoint of a segment
Print (−5, 1) to (−1, −5) - Transformations on a grid
Print (3, 4) in the x-axis - Volume of a cylinder
Print r = 4 cm, h = 12 cm - Volume of a cone
Print r = 5 cm, h = 15 cm - Faces, edges and vertices
Print hexagonal prism → faces - Angles in a polygon
Print hexagon → 720° - Arc length and sector area
Print r = 10, 90° slice - Similar figures
Print 9 : 18 → 7 : __ - Scale drawings
Print 1 cm = 5 km, 7 cm → 35 km - Real lengths from a scale
Print 1 in = 5 ft, 7 in → 35 ft - Real areas from a scale
Print 3 cm by 4 cm, 1 cm = 2 m → 48 m² - Redraw at a new scale
Print 6 in at 1 in = 2 mi → 3 in at 1 in = 4 mi - Triangle congruence rules
Print marked pair → SAS - Triangle congruence proofs
Print AC ≅ AC → ? - Similar triangle proofs
Print DE ∥ BC → ? - CPCTC proofs
Print △ABC ≅ △ADC → ∠B ≅ ∠D - Parallelogram proofs
Print ABCD is a parallelogram → AB ≅ CD - Write a triangle proof
Print Given → Prove - Bearings
Print NE → 045° - Altitude to the hypotenuse
Print p 4, q 9 → h - Measuring angles with a protractor
Print ∠ABC → ___° - Drawing angles with a protractor
Print ray BA → ∠ABC = 55° - Measuring reflex angles
Print reflex ∠ABC → ___° - Drawing reflex angles
Print ray BA → ∠ABC = 285° - Copy a segment
Print A ——— B → ray from C - Perpendicular bisector
Print A ——— B - Copy an angle
Print ∠ABC → ray from D - Bisect an angle
Print ∠ABC - Perpendicular through a point
Print line + point P - Parallel through a point
Print line + point P - Inscribe a regular polygon
Print circle with center O - Volume of a sphere
Print r = 3 cm → __ cm³ - Surface area of a sphere
Print r = 3 cm → __ cm² - Inscribed angle in a circle
Print center 120° → circle __° - Find the inscribed angle
Print center 130° → circle __° - Find the central angle
Print circle 65° → center __° - Circumscribed circle of a triangle
Print 15, 20, 25 → R = __ - Inscribed circle of a triangle
Print 15, 20, 25 → r = __ - Arc length
Print r = 6 cm, 90° - Sector area
Print r = 6 cm, 90° - Corresponding angles
Print the F shape - Alternate angles
Print the Z shape - Co-interior angles
Print the C shape - Translations
Print (2, 5) 3 left, 4 down - Reflections
Print (3, 4) in the x-axis - Rotations
Print (2, 5) a quarter turn - Area of a triangle
Print A = (b x h) / 2 - Area of a parallelogram
Print A = b x h - Area of a trapezoid
Print A = (a + b) / 2 x h - Perimeter of a triangle
Print 9 + 12 + 7 - Perimeter of a parallelogram
Print 2(8 + 5) - Perimeter of a trapezoid
Print 12 + 5 + 8 + 6 - Classify triangles by sides
Print equilateral / isosceles / scalene - Classify triangles by angles
Print acute / right / obtuse - Complementary angles
Print x + 65 = 90 - Supplementary angles
Print x + 115 = 180 - Vertical angles
Print x equals the opposite angle - Pythagorean theorem: find a leg
Print b squared = c squared minus a squared - Pythagorean theorem: find the hypotenuse
Print c squared = a squared plus b squared - Surface area of a rectangular prism
Print 2(lw + lh + wh) - Surface area from a net
Print 2(wd + wh + dh) - Volume of composite solids
Print 6 x 4 x 3 plus 6 x 2 x 2 - Area of a circle from the diameter
Print d = 10 -> A = 3.14 x 5 x 5 - Circumference from the diameter
Print C = 3.14 x 10 - Area of irregular shapes
Print an L-shape on unit squares - Find a side from the area
Print A = 48, one side 6 - Find a side from the perimeter
Print P = 28, one side 6 - Distance formula
Print (-3, -1) to (2, 11) - Perimeter from coordinates
Print (1, 1), (9, 1), (5, 4) - Plot a figure on the coordinate plane
Print A(2, 1) B(6, 1) C(6, 4) → AB = 4 - Plot a figure in all four quadrants
Print A(−3, 2) B(4, 2) → AB = 7 - Area from coordinates
Print (4, 4), (6, 4), (6, 1) - Midpoint formula
Print (-5, 1) to (3, -5) - Dilations
Print (2, 3) scaled by 2 - Angles on a straight line
Print 115° + x = 180° - Angles around a point
Print 120° + 150° + x = 360° - Write a similarity proof
Print Given -> Prove - Parallel and perpendicular lines
Print (3, 15), x + 4y = 4 - The equation of a circle in standard form
Print (x − 1)² + (y + 6)² = 4 - The equation of a circle
Print x² + y² − 6x − 12y + 29 = 0 - The equation of a parabola
Print focus (2, −5), y = 3
A simple way through geometry
The early years are about covering and going around. Area starts as counting unit squares, not as a formula, because that is what area is — and perimeter starts as walking the edge. The formulas arrive once the counting has made them obvious, which is the order the standards use and the order these sheets follow.
Why this order works
The middle years widen the vocabulary. A child who has only measured rectangles meets triangles, parallelograms and trapezoids, learns to name angles and count folds of symmetry, and finds that a box has both a volume and a surface. The one mistake this stretch keeps producing is reading a slant side as a height, so those figures never label a slant side at all.