11 Plus: Key Stage 2: 11 Plus Spatial Reasoning, 3D Shapes ... - Free Printable

Let me work through this spatial reasoning problem step by step.

Looking at the pattern, I need to understand what's happening in each row:

Row 1:
- Left box: A curved arrow pointing from top-left going down and right (like a backward "C" shape)
- Top-right box: One circle at the top
- Bottom-right dashed box: This appears to be empty/blank
- Options below show different arrangements of circles

The arrow seems to indicate some kind of transformation or movement. Let me think about what the arrow means...

Actually, looking more carefully:
- The left box has an arrow showing direction/movement
- The top-right shows an initial state
- The bottom-right (dashed) shows the result after applying the transformation
- The options a-e are possible answers for what should be in the dashed box

For Row 1:
- Arrow curves from upper-left downward
- Initial state: 1 circle at top
- If the arrow means "move down", then the circle should move from top to bottom
- Answer would be option b (circle at bottom)

Row 2:
- Arrow curves from lower-left upward
- Initial state: 2 circles at top
- If the arrow means "move up"... but they're already at top?

Wait, let me reconsider. Maybe the arrow indicates which side the elements move TO?

Row 1: Arrow points down → circles move down
Row 2: Arrow points up → circles move up (but they're already there?)

Hmm, that doesn't work. Let me try another interpretation.

Maybe the arrow shows rotation or flipping?

Actually, looking at Row 3 might help clarify:
- Arrow curves from top-left going down (similar to Row 1)
- Initial state: 1 circle at bottom
- If we apply the same logic as Row 1 (arrow down = move down), but it's already at bottom...

Let me try yet another approach. What if the arrow indicates where things END UP?

Row 1: Arrow ends pointing down → final position is down → answer b ✓
Row 2: Arrow ends pointing up → final position is up → but there are 2 circles...

Actually wait - in Row 2, the initial has 2 circles at top. If they stay at top (arrow pointing up), the answer would be... none of them match exactly.

Let me look at this differently. What if:
- The number of circles stays the same
- The arrow direction tells us where they go

Row 1: 1 circle, arrow down → goes to bottom → b
Row 2: 2 circles, arrow up → goes to top → c (4 circles? No...) or e (4 circles? No...)

Hmm, option c has 4 circles, d has 4 circles, e has 4 circles. That doesn't match.

Let me recount Row 2 options:
- a: 2 circles (top-left, bottom-right)
- b: 2 circles (top-right, bottom-right)
- c: 4 circles (all corners)
- d: 4 circles (3 corners + middle right)
- e: 4 circles (all corners)

If Row 2 starts with 2 circles and arrow points up, maybe both circles move to top positions? That would be... not clearly shown in any option.

Wait! Maybe I need to look at this as: the arrow shows how the pattern TRANSFORMS, not just moves.

Let me try: Row 1 shows 1 circle moving from top to bottom.
Row 2 shows 2 circles... where do they go if arrow points up?

Actually, I think I've been overthinking this. Let me look at Row 3 which I need to solve:
- Arrow: curves from top-left going down (same as Row 1!)
- Initial: 1 circle at bottom
- Following Row 1's pattern (arrow down = move to bottom), but it's already at bottom...

OH! Maybe it's about OPPOSITE movement? Or the arrow shows the STARTING direction?

Let me try: In Row 1, arrow starts at top, circle moves from top to bottom.
In Row 3, arrow starts at top, so circle should move from wherever it is... hmm.

Actually, simplest interpretation:
- Row 1: Circle at top + down arrow = circle moves to bottom
- Row 3: Circle at bottom + down arrow = circle stays at bottom OR moves further down (can't)

So Row 3 answer should keep the circle at bottom... but all options have multiple circles!

Wait, I misread Row 3. Let me look again at the initial state in Row 3 top-right box... it has 1 circle at bottom right.

And the options for Row 3:
- a: 4 circles
- b: 3 circles
- c: 3 circles
- d: 4 circles
- e: 4 circles

None have just 1 circle. So my interpretation must be wrong.

NEW THEORY: Maybe the transformation adds circles based on the arrow?

Or maybe I should look at what changes between the initial and what the answer should be...

Actually, let me reconsider the entire puzzle structure. What if each row demonstrates a rule, and I need to figure out the rule from rows 1 and 2, then apply it to row 3?

Row 1: 1 circle at top → becomes 1 circle at bottom (moved down)
Row 2: 2 circles at top → becomes ???

Looking at Row 2 options again more carefully... actually I can't see which one is correct without solving it first.

Let me try: What if the number of circles DOUBLES and they spread out?
Row 1: 1 circle → still 1 circle (doesn't fit)

What if circles move to OPPOSITE positions?
Row 1: Top → Bottom ✓
Row 2: Both at top → Both at bottom? That would be option... not clearly shown

I'm stuck. Let me try one more approach for Row 3 specifically:

Row 3 has:
- Downward curving arrow (like Row 1)
- 1 circle at bottom-right initially

If the rule from Row 1 applies (down arrow = move down), and the circle is already at bottom, maybe it wraps around to top? Or maybe it duplicates?

Given that all Row 3 options have 3-4 circles, maybe the rule is: circles duplicate and spread to available positions when the arrow points down?

Starting with 1 circle at bottom-right, if it duplicates and fills positions... option b shows 3 circles which could make sense?

Actually, you know what, let me just go with the most logical pattern I can identify:

Final hypothesis: The arrow direction indicates where circles accumulate or move toward.
- Row 1: Down arrow, 1 circle moves to bottom → b
- Row 2: Up arrow, 2 circles move to top → would need to see which option
- Row 3: Down arrow, starting with 1 circle at bottom, it should... multiply and fill bottom area?

Looking at Row 3 options, b has circles at bottom-left, bottom-right, and top-right. That's 3 circles with emphasis on bottom positions.

I'll go with b for Row 3.

Final Answer: b