Math Mystery Picture Generator
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Choose a picture and a grid. Students plot each ordered pair and connect the points to reveal the picture. For extra math, each coordinate is a problem to solve before plotting.
Mystery Picture
Plot the points in order and connect them. Lift your pencil at the end of each stroke.
Stroke 1: (4, 2) → (16, 2) → (16, 10) → (4, 10) → (4, 2)
Stroke 2: (2, 10) → (10, 18) → (18, 10) → (2, 10)
Stroke 3: (9, 2) → (9, 7) → (11, 7) → (11, 2)
Stroke 4: (5, 5) → (7, 5) → (7, 8) → (5, 8) → (5, 5)
Stroke 5: (13, 5) → (15, 5) → (15, 8) → (13, 8) → (13, 5)
Stroke 6: (14, 14) → (14, 18) → (16, 18) → (16, 12)
What did you draw?
Mystery Picture — Answer Key
Picture: House
Quick check: try a few questions online
A mystery picture asks you to plot (4 + 3, 12 ÷ 4). Which point is that?
Correct answer: (7, 3). Work out each coordinate separately. 4 + 3 = 7 and 12 ÷ 4 = 3. The point is (7, 3).
When you finish a stroke in a connect-the-dots picture, what should you do?
Correct answer: Lift your pencil and start the next stroke. Each stroke is a separate path. Lifting your pencil keeps lines from crossing the picture in the wrong places.
To plot (3, 4), where do you start?
Correct answer: At the origin, then 3 right and 4 up. The first coordinate tells you how far to move along the x-axis, to the right. The second tells you how far to move up.
Pick an answer for each question.
About this tool
Mystery pictures turn plotting practice into a puzzle. Students plot ordered pairs, connect the dots in order, and watch a picture appear. If one point is plotted in the wrong place, the picture goes wrong, so students notice and fix their own mistakes without being told.
This generator includes nine original pictures: a house, sailboat, rocket, fish, star, tree, heart, kite and castle. You can print them on a grid from 0 to 20 in the first quadrant, or on a four-quadrant grid from −10 to 10.
The solve version adds arithmetic practice. Each coordinate is written as a small problem, such as (6 + 4, 24 ÷ 3), and students work out the answer before they plot it. Easier sheets use addition and subtraction. Harder sheets add multiplication, division and negative numbers. Every expression is checked to make sure it equals the coordinate it hides.
How to use it
- Choose a picture, or let the generator surprise you.
- Choose between plotting ordered pairs and solving each coordinate first. For solve sheets, pick how hard the arithmetic should be.
- Choose the grid. Quadrant I is best for grade 5 and early grade 6. Four quadrants is best once negatives are introduced.
- Print the worksheet. Students plot each stroke in order and lift their pencils between strokes.
- Use the answer key to see the finished picture and the answer to each coordinate problem.
Plotting tips for students
Always start at the origin. Move along the x-axis first, then up or down. Mark each point lightly with a small dot, check it against the list, and only then connect it. When a stroke ends, lift the pencil. The next stroke begins at a new point.
Common questions
What grade level is this for?
Plotting in the first quadrant is a grade 5 skill. Four-quadrant plotting is grade 6. The solve version also gives arithmetic practice with whole numbers and integers.
Are the pictures original?
Yes. Each picture is a simple original design made for this tool.
Can students use negative coordinates?
Yes. Choose the four-quadrant grid. The picture is shifted so that it is centered on the origin.
What does lift your pencil mean?
The pictures are drawn in several strokes. At the end of a stroke, students stop connecting and start again at the first point of the next stroke.
Does the key show the finished picture?
Yes. The key shows the picture on the grid, and for solve sheets it shows what each expression equals.
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