ReasoningCampus · Online SHL preparation
SHL Inductive Reasoning Test Practice: Our 8 Visual Questions
Seeing a finished explanation is helpful; trying to predict the next figure yourself is where the method starts to stick. This SHL inductive reasoning test practice lesson brings together eight original visual questions. ReasoningCampus offers inductive preparation that teaches you to separate the features, test the relationship and understand why each alternative fails.
If you are new to inductive reasoning, begin with the idea that the examples are your evidence. You infer a pattern, then check whether it accounts for everything shown. Here you will practise that process with arrows, fills, grids, overlays and input-output rules. The diagrams are paired with text descriptions, and the complete explanations remain available for self-study.
View full preparationWhat you will practise in these eight visual reasoning questions
SHL’s public inductive material describes finding patterns and relationships. These exercises use our own diagrams to teach those skills. They are not copied SHL questions, and the local quiz score does not reproduce SHL’s adaptive assessment or employer scoring.
| Questions | Skill | Useful first move |
|---|---|---|
| 1–2 | Independent features and interleaved sequences | Separate direction, count, fill and position. |
| 3 | Matrix relationships | Compare completed rows and columns. |
| 4 | Overlay operations | Check what happens to shared cells. |
| 5 | Grid rotation | Track a corner and an edge cell. |
| 6–7 | Classification and combining attributes | Preserve each condition when combining features. |
| 8 | Input-output analogy | Test the operation on every supplied example. |
Work through your first attempt without rushing. Before opening an explanation, write a short prediction such as “left, outline” or “three vertical plus two horizontal”. A prediction made before inspecting the options is easier to check than a feeling that one picture looks right. Afterwards, use the explanation to find the exact feature or inference that you missed.
SHL inductive reasoning test practice: our feature-checking routine
For each attempt, keep a three-part record: feature, rule and predicted result. Do not submit a prediction that names only the count when fill or position also changes. After reviewing an explanation, return to your record and mark the first incomplete step. This is the link between solving one diagram and learning a reusable method.
- Read the task. Notice whether it supplies a transformation, asks you to compare rules, or asks for a missing output.
- List the active features. Count and fill are separate. Direction and position are separate.
- Test the evidence. Check every given transition or completed example within the stated rule family.
- Predict before choosing. Write the full target, such as “three solid circles”, not just “three”.
- Review the alternative. Identify why the closest distractor fails. This is the part to reuse in a new question.
The set includes guided application as well as rule comparison. It is a lesson, not a simulation of a particular SHL interface. Follow your invitation for actual timing, permitted aids and response controls.
For the broader method and assessment context, use our SHL inductive reasoning preparation guide. For a focused explanation of transformations, study rotation, reflection and rule checks.
Visual reasoning practice: predict before comparing choices
If your prediction is “three solid circles”, an option with three outlined circles is not almost correct: it fails one active feature. Name the mismatch in your notes. In the overlay and mapping tasks, record the operator or transformation as well, so the review shows whether the error came from the rule or its application.
Two worked examples before the visual questions
Example 1: preserve both the count and the appearance
A stated rule adds one square per frame and alternates outline with solid. Frame 1 has two outlined squares. The next two frames therefore contain three solid squares and four outlined squares. A choice with four solid squares gets the count right but the appearance wrong.
Method: make one small record for count (2, 3, 4) and one for appearance (outline, solid, outline). Combine the final entries only after both records are consistent.
Example 2: remove shared cells only when the operator requires it
Input A marks cells {1,2,5} and input B marks {2,5,9}. Under exclusive OR, retain cells present in exactly one input: {1,9}. Union would give {1,2,5,9}; intersection would give {2,5}.
Method: test each cell’s membership in the two inputs. If the operator is unknown, use completed examples to compare candidate operators before predicting a missing result. A task that tells you the operator is guided application, not discovery of an unstated rule.
Apply the lesson: eight visual practice questions
Try all eight questions before opening the worked answers below. Submit your choices to see your score and individual feedback. You can change your choices before submission, or go straight to the answers and explanations for self-study.
This is an original ReasoningCampus learning check. One point is awarded per correct answer. The total is not an SHL score, a percentile, a pass prediction or a personality profile.
Answers and complete worked explanations
Open any question below to study the correct answer, the alternatives, the method and the common trap. These explanations are available without completing the quiz.
Review the reasoning in any missed or uncertain answer. The score describes this small set only.
Question 1: Direction and fill both matter
Correct answer: D. Outlined arrow pointing left
Track direction and fill separately. The arrow turns a quarter-turn clockwise: up, right, down, so the next direction is left. The fill alternates solid, outline, solid, so the next arrow must be outline. D combines the correct direction with the correct fill.
A has the left direction but the wrong fill. B has the outline fill but points the wrong way. C fails both checks. A quick two-column note—direction / fill—makes the reasoning explicit and prevents a familiar-looking arrow from distracting you. The correct option must satisfy every active rule, not just the most noticeable one.
Question 2: Keep odd and even positions separate
Correct answer: B. 4 solid circles
Split the frames into odd and even positions. Frames 1, 3 and 5 contain 1, 2 and 3 solid shapes. Frames 2, 4 and 6 contain 3, 4 and 5 outlined shapes. The requested seventh frame belongs to the odd stream, so it contains 4 solid shapes, B.
A continues the even stream to its next value, which would belong to frame 8. C gets the odd-stream count right but uses the even-stream fill. D skips ahead within the solid stream. The alternating fill is a helpful clue that two sequences are interleaved; read every second frame before trying to explain the larger jumps between neighbouring frames.
Question 3: Use the row and column together
Correct answer: A. 3 solid circles
Read across and down. Across either row, the number of shapes increases from one to two to three. Down each column, the upper outline shapes become solid in the lower row. The missing bottom-right cell therefore needs three solid shapes, A.
B preserves the count but misses the row’s fill rule. C preserves the fill but supplies the wrong count. D misses both. A matrix question often becomes simpler when you assign one feature to the rows and another to the columns. Verify the interpretation in the completed cells before applying it to the missing one.
Question 4: Infer the overlay from a complete example
Correct answer: C. {1,3,4}
The completed example identifies an OR overlay because the shared cell stays present and cells unique to either input also remain. Apply that same operation to {1, 3} and {3, 4}: the union is {1, 3, 4}. Cell 3 is included once in the output, so C is correct.
A removes the overlap and would be XOR. B keeps only the overlap and would be AND. D imports cell 2 from the demonstration rather than applying its relationship to the new inputs. A worked example supplies a rule, not a collection of cells to carry forward. Compare the shared and unshared positions to identify which overlay is actually demonstrated.
Question 5: A quarter-turn changes cell positions
Correct answer: B. {3,5,6}
Use the numbered grid to track each occupied cell through one clockwise quarter-turn. Cell 1 moves to 3, cell 2 to 6, and the centre cell 5 stays at 5. The resulting set is {3, 5, 6}, B. The centre is a useful fixed reference, but the two outer cells determine the direction of the turn.
A leaves the original positions unchanged. C gives the vertical reflection, {2, 3, 5}. D gives a half-turn, {5, 8, 9}. Tracking one corner and one edge cell is usually enough to distinguish these transformations; check the remaining occupied cells before committing to the option.
Question 6: Check a condition across several examples
Correct answer: D. Odd-count groups are solid and even-count groups are outlined
Compare count and fill as a pair in each group: one is solid, two is outline, three is solid and four is outline. The consistent classification rule is “odd counts solid; even counts outline”, D. This explains all four groups with one condition.
A fails for the one- and three-shape groups. B fails for three because that count is at least two but is still solid. C reverses the observed association and fails for both even groups. Classification differs from continuing a sequence: you are finding a shared relationship within each group, not necessarily predicting an object moving from one frame to the next.
Question 7: Separate two line contributions
Correct answer: C. 3 vertical and 2 horizontal lines
The column heading contributes three vertical marks; the row heading contributes two horizontal marks. The missing cell combines those attributes without changing either orientation. It therefore contains three vertical and two horizontal marks, C.
A swaps the two orientations. B drops the horizontal contribution. D adds the counts but turns every mark vertical, losing information carried by the row. Treat the headings as two separate instructions and check that the chosen cell satisfies both. Combining attributes does not automatically mean collapsing them into one total.
Question 8: Test a mapping before extending it
Correct answer: A. 5
Check the proposed operations against all three examples: 1 → 3, 2 → 4 and 4 → 6. Adding two fits each pair. Applied to input 3, it gives 3 + 2 = 5, A.
B doubles the input; it fits 2 → 4 but fails the other demonstrated pairs. C would add only one to the new input, contrary to the observed difference. D subtracts one, which does not explain any of the examples. This is another case where a rule can look convincing after one match. Verify it against every completed pair before using it on the missing output.
SHL inductive preparation at ReasoningCampus: visual practice
ReasoningCampus offers inductive preparation with visual practice and worked methodology. This set lets you apply the method to original diagrams. Use the main inductive lesson if you need the foundation, the transformation lesson for orientation errors and the advanced lesson for interacting rules.
Choose your next practice step
- You chose a diagram that matches only one feature. Write the complete prediction and inspect every feature before selecting an option.
- The explanation makes sense but you cannot reproduce it. Revisit the relevant worked example, then attempt a different question without the explanation open.
- You can explain the correct answer and each close alternative. Continue with fresh practice from the relevant preparation area; a remembered answer on this set is not evidence of transfer.
Explore the ReasoningCampus SHL preparation materials and choose the areas named in your assessment invitation.
SHL inductive reasoning test practice: useful FAQs
Is this SHL inductive reasoning test practice an official test?
No. These are original ReasoningCampus teaching questions. Their diagrams, wording, answer key and score are independent of SHL. Use SHL’s own familiarisation material for the interface and your invitation for the assessment instructions.
Why do some questions state a rule family?
This first practice set guides you through a specific reasoning operation and makes the answer defensible. A short sequence alone can fit many invented rules. Stated rule families and explicit alternatives let you test a clear learning objective.
Should I solve the diagrams or read the descriptions?
Use the diagrams and their matching descriptions together. The text states counts, positions and task conditions, so the information remains available if a diagram is difficult to see. Neither version adds a hidden extra clue.
Can I see the worked answers before submitting?
Yes. Every question has a complete explanation in the page below the quiz. Submit all eight choices to receive a score for this set, or open an explanation directly for guided study.
What should I do after an incorrect answer?
Identify the omitted feature or failed transition. Write the full rule and test it against every supplied example. Then try a different question using the same skill; do not count a remembered answer as a fresh success.
Does eight out of eight mean I am ready for the real test?
It shows that your choices matched this small learning set. It does not establish an SHL percentile, a pass mark or performance under real timing. Continue with fresh questions and familiarisation suited to the assessment you were invited to take.
Official SHL references and editorial notes
Use the official references for candidate familiarisation. The eight questions, diagrams, methods and feedback on this page are independently written ReasoningCampus learning material, not official SHL test content or scoring.
AI assistance was used in drafting and implementation. The diagrams were generated from their stated coordinates and counts, and the answer rules were checked against the supplied examples. These lessons are independent educational material; the methods are not SHL scoring rules. Contact ReasoningCampus with a question or correction.
