Every card in Spotting the question types
The whole deck, in order — so you can read it through before your child ever sees it.
- What does an odd-one-out question ask you to find?
The figure that cannot belong to the group the others make
HintFirst ask what four of them have in common.
WhyIn these papers the others are often the same figure at different turns — and the odd one is its mirror image, which no amount of turning can produce.
- In a most-like question, what links the figures in the given group?
They are the same figure at different turns
HintSpin one in your head and it becomes the others.
WhyThe answer is that figure turned again. A flipped option can look tantalisingly close, but a mirror image is not a turn, so it can never belong.
- In a most-like question, why can a mirror-image option never be the answer?
A mirror image is not a turn, so it cannot join the group
HintThe family is built by spinning, and flipping is a different move.
WhyTwo or three figures may be shown in the group — more figures simply give you more views of the same shape to compare against.
- What does a series question ask you to do?
Find the change repeated from panel to panel and apply it once more
HintRead the row like a story — what happens at each step?
WhyCompare neighbouring panels one pair at a time. More than one thing can be changing at once — count sides, watch shading, track position.
- In an extended series, where can the missing panel sit?
Anywhere in the row, not just at the end
HintThe question mark may fall in the middle — read the rule from both sides of it.
WhyThe rule still runs the whole row. Work forwards from the panels before the gap and check backwards from the ones after it.
- A series question drawn in triangle frames — does the frame change the method?
No — it is the same rule-finding as an ordinary series
HintThe frames hold the panels; the pattern still marches along.
WhyDo not let an unusual layout rattle you: find what repeats from frame to frame and carry it on, exactly as in a row of squares.
- In a figure-analogy question, what do the first two figures show you?
The one rule that turns the first figure into the second
HintThey are a worked example — the change they demonstrate is what you copy.
WhyApply exactly the same change to the third figure. If the first grew and turned, the answer must grow and turn in the same way.
- In a grid (matrix) question, in which two directions do the rules run?
Across the rows and down the columns
HintRead it like a table — sideways and top to bottom.
WhyAlong a row one feature stays the same; down a column another does. The missing cell must satisfy its row and its column at once.
- On a six-point star question, which points match each other?
Every other point going round — two sets that alternate
HintSkip one as you travel the circle and a family appears.
WhyThe six points hide two interleaved triangles, each repeating one design. Read the missing point from the two it alternates with.
- In a similar-triangles question, how do the two triangles’ corners relate?
Matching corners differ by one uniform change
HintTop goes with top, left with left — then spot the single tweak applied to all of them.
WhyFind the change by comparing a complete pair of corners, then apply it to the corner whose partner is missing.
- In a shape-codes question, what does each code letter stand for?
One feature of the shape, such as its outline or its shading
HintThe first letter tracks one thing, the second another — the examples teach you which.
WhyMatch the test shape’s features to the worked examples and reuse the letters they were given. The letters themselves mean nothing until the examples define them.
- In a shape-codes question, can you guess a letter’s meaning without the examples?
No — the examples define what every letter means
HintA and B are just labels here; the worked shapes hand you the dictionary.
WhyHorizontal and vertical layouts are the same puzzle read in different directions. Decode the mapping first, then code the test shape.
1★ KS2-NVRS-MET-0001
2★ KS2-NVRS-MET-0002
3★ KS2-NVRS-MET-0003
4★ KS2-NVRS-MET-0004
5★ KS2-NVRS-MET-0005
6★ KS2-NVRS-MET-0006
7★ KS2-NVRS-MET-0007
8★ KS2-NVRS-MET-0008
9★ KS2-NVRS-MET-0009
10★ KS2-NVRS-MET-0010
11★ KS2-NVRS-MET-0011
12★ KS2-NVRS-MET-0012
Keep what you learn
Here, nothing is saved. In your child’s own sky every card is scheduled — it comes back just before they’d forget it — and the professor who wrote it is one tap away.