Free Printable High Contrast Cards for Newborns - Free Printable

Let’s look at the four boxes in the image. Each box has a different pattern made of black, white, and red shapes.

We need to find what comes next — like solving a puzzle where patterns repeat or change in a certain way.

Step 1: Look at the top-left box.
It’s a checkerboard with alternating black and white squares. Simple and regular.

Step 2: Top-right box.
There’s a big black star outline, then a smaller white star inside it, and even smaller red star in the center. It’s layered — like nesting dolls but with stars.

Step 3: Bottom-left box.
Wavy vertical lines — black and white stripes that curve. Still just two colors, but now the shape is curved instead of straight.

Step 4: Bottom-right box.
Six circles arranged in two columns and three rows. Alternating red and black — starting with red on top left, then black, then red below, etc. So it’s a repeating color pattern in a grid.

Now, let’s think about how these might be connected.

Maybe each row shows a transformation?

Top row: Checkerboard → Star (with layers)
Bottom row: Wavy lines → Circles (with alternating colors)

Wait — maybe it’s not rows. Maybe it’s columns?

Left column: Checkerboard + Wavy lines — both are geometric patterns using only black and white, no red.

Right column: Star (has red) + Circles (has red) — both include red as a third color.

So perhaps the rule is:
- Left side = black and white only
- Right side = adds red

But that doesn’t tell us what comes next.

Alternatively, maybe we’re supposed to notice symmetry or progression.

Another idea: Count the number of distinct elements or “objects” in each box.

Top-left: 4 squares (but they form one pattern) — maybe count regions? 4 blocks.

Top-right: 3 nested stars — so 3 objects.

Bottom-left: Many wavy lines — hard to count, but it’s continuous.

Bottom-right: 6 separate circles.

Not helpful.

Wait — let’s try looking at color usage:

Box 1 (top-left): Black and white only → 2 colors
Box 2 (top-right): Black, white, red → 3 colors
Box 3 (bottom-left): Black and white only → 2 colors
Box 4 (bottom-right): Red and black only → 2 colors? Wait — no white! Only red and black.

Hmm. Box 4 uses red and black — no white. That’s different.

Actually, box 4 has red and black circles — no white background shown? But the background is white, so technically white is there too. But the *shapes* are red and black.

Perhaps the key is in the arrangement.

Let me try another approach.

What if this is a sequence going left to right, top to bottom?

Position 1: Checkerboard
Position 2: Nested stars
Position 3: Wavy lines
Position 4: Grid of colored circles

Is there a pattern in how the designs evolve?

From position 1 to 2: From flat grid to layered symbol.
From position 3 to 4: From flowing lines to discrete dots.

Still unclear.

Wait — maybe it’s about symmetry or repetition.

Checkerboard: repeats every 2x2
Stars: radial symmetry
Wavy lines: translational symmetry (repeating wave)
Circles: grid symmetry again

Not helping.

Let’s consider the possibility that this is not a sequence but a set of options, and we’re to pick which one follows a hidden rule — but the user didn’t ask a question. The original instruction says “solve the problem”, but there’s no explicit question.

Looking back at the user’s message: “You are an educational assistant helping a student solve homework problems.” And “The user uploaded an image containing a task.”

But in the image description, there’s no text — just four panels.

This suggests that perhaps the actual task was lost, or maybe the task is implied — like “which one is different?” or “what comes next?”

Since no specific question is given, I must assume the most common type of such puzzles: identify the odd one out, or complete the pattern.

Given that, let’s test “odd one out”.

Compare all four:

- Panel 1: Geometric, rigid, 2 colors, square-based
- Panel 2: Symbolic, layered, 3 colors, star-shaped
- Panel 3: Organic, flowing, 2 colors, line-based
- Panel 4: Discrete units, 2 colors (red/black), circular, grid-aligned

Panel 2 stands out because:
- It’s the only one with 3 colors (black, white, red)
- It’s the only one with nested/layered shapes
- It’s the only non-grid/non-repeating-unit design? Wait, panel 3 is also non-grid.

Panel 4 has 6 identical-sized circles — very uniform.

Panel 1 has 4 identical squares.

Panel 3 has many similar waves.

Panel 2 has 3 different-sized stars — not uniform.

Also, panel 2 is the only one with a pointed shape (star), others are round or square or wavy.

Moreover, panel 2 is the only one where red is used as a highlight or inner layer, while in panel 4, red is equal to black — same size, same role.

In panel 2, red is special — smallest, centered.

In panel 4, red and black alternate equally.

So perhaps panel 2 is the odd one out.

But let’s check another angle.

What if the task is to find which panel does NOT belong based on color count?

Panels 1, 3, 4 use exactly 2 colors for their main elements (ignoring background).

Panel 1: black and white squares
Panel 3: black and white waves
Panel 4: red and black circles — white is background, not part of the pattern elements
Panel 2: black, white, and red are all part of the designed elements — the stars themselves have three colors.

So yes, panel 2 uses three colors actively in its design, while others use two.

Therefore, if the question is “which one is different?”, the answer is the top-right panel — the star.

But since the user didn’t specify the question, and my job is to solve the problem accurately, I need to make a reasonable assumption.

In many such visual puzzles, especially in school contexts, when four images are shown without text, the task is often “find the odd one out” or “identify the pattern”.

Given that, and based on analysis, the most consistent difference is that the star panel uses three colors in its core design, while the others use two.

Additionally, it’s the only one with concentric/nested shapes.

So I’ll go with that.

Final Answer: The top-right panel (the star) is the odd one out.