SSC CGL Dice, Cube, Cuboid & Dot Situation Questions 2026 — Free Chapter Wise Practice Test

Find the opposite face from two or more positions of a dice, fold an open sheet into a cube, count the painted faces of small cubes cut from a painted cube or cuboid, count the cubes in a stack, and place dots in overlapping figures. 25 questions per test, with full solutions and shortcut tricks in English or हिंदी.

2 Difficulty Levels 25 Questions per Test 15 min optional timer English & हिंदी

Dice, Cube & Dot Situation Tests — Pick a Level and Start

Tap a level to see every test in it. Level 1 is set at real SSC CGL difficulty — start there the day you finish the concept. Level 2 is pitched above the exam, to push accuracy under pressure.

Level 1 SSC CGL Level Checking… View tests

Same difficulty as the real SSC CGL paper. Two or three positions of a dice with numbers, letters, symbols or dots — which face is opposite, which is at the bottom, which is not adjacent; an open sheet — the opposite face, or which cube it folds into; a painted cube or cuboid cut into small cubes — how many have three, two, one or no painted face; the least number of cuts; counting the cubes in a stacked figure; and dot situation with three overlapping shapes. A steady score here means the chapter is exam-ready.

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Level 2 Above SSC CGL Level Checking… View tests

Harder than the exam asks. Four positions that need a chain of deductions; the missing face marked ‘?’ in a new position; which of four positions is impossible; which pair is opposite and the sum of opposite faces; open sheets whose wrong cubes have the right faces in the wrong order; cubes painted in three colours or with some faces left unpainted, counted layer by layer; cubes to add to complete a cuboid; and dot situation with four shapes and up to three dots.

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This chapter is really three small chapters that share one habit: seeing a solid from the outside and working out what you cannot see. A dice shows three faces at a time, so every question about opposite faces is a question about the three faces that are hidden. A painted cube cut into pieces hides most of its pieces inside. A stack of cubes hides the ones that hold the visible ones up. Dot situation is the flat cousin: the dot you see fixes a region, and you look for that region elsewhere.

Each form has a fixed method, given in full in every solution: the two rules for opposite faces, the straight-line and Z rules for open sheets, the (n − 2) formulas for painted cubes, layer counting for stacks, and the inside-and-outside test for dots. With the methods in hand these are one-minute marks.

How Many Dice, Cube and Dot Situation Questions Are Asked in SSC CGL?

Usually one question from this group in a Tier I shift, sometimes two, and the same forms turn up in CHSL, MTS and Tier II. Dice and cube & cuboid are the regulars; dot situation appears now and then. The forms are listed below, most common first.

Form of the questionHow often
Two or three positions of a dice — the face opposite a given faceThe most common form
An open sheet (net) of a cube — the opposite face, or which cube can be formedCommon
A painted cube or cuboid cut into small cubes — how many have 3, 2, 1 or 0 painted facesCommon
Count the cubes in a stacked figure, or the cubes needed to complete a cuboidRegular
Dot situation — the answer figure in which the dots can be placed the same wayOccasional
Minimum cuts, maximum pieces, cubes of a given size from a bigger cubeOccasional

Figure series, figure classification, figure analogy and counting of triangles are practised in the Figure Series, Classification, Analogy & Counting chapter; mirror and water images in Mirror & Water Image.

What You Will Practice in the Dice, Cube & Dot Situation Chapter

Dice

  • Two positions with two common faces — the third faces are opposite
  • Two positions with one common face — read clockwise from it and match places
  • Three or four positions — a face seen with four others is opposite the sixth; chains of deductions (Level 2)
  • Dice with numbers, letters, symbols and dot faces; which face is at the bottom, which is not adjacent
  • The missing ‘?’ face in a new position, the impossible position, pairs of opposite faces and their sum (Level 2)

Open sheets (nets)

  • The face opposite a given square when the sheet is folded
  • Which of four cubes can be formed from the sheet — wrong cubes show opposite faces together (Level 1) or the right faces in the reverse order (Level 2)

Cube & cuboid

  • A painted cube cut into n × n × n pieces: three, two, one or no painted face; at least or at most one
  • The reverse: the number of unpainted (or one-face) pieces is given, find another count
  • A painted cuboid a × b × c; blocks shown as figures with the cutting lines drawn
  • Minimum cuts for N pieces, maximum pieces from k cuts, small cubes of side s from a cube of side L
  • Counting the cubes in a stacked figure; cubes needed to complete the cuboid (Level 2)
  • Three colours on the three pairs of opposite faces; some faces left unpainted, counted layer by layer (Level 2)

Dot situation

  • Three overlapping shapes, one or two dots (Level 1); four shapes, two or three dots (Level 2)
  • Every solution names each dot’s region — inside which shapes, outside which — and says why each wrong figure fails

The three dice rules, in pictures

123215Two common facesBoth positions show 1 and 2. The other faces, 3 and 5, are opposite.
123154One common faceOnly 1 is common. Clockwise from 1: 1→2→3 and 1→5→4. Same place, opposite: 2↔5, 3↔4.
ABCDEFOpen sheetStraight line with one square between: B↔D (C between them). Z shape C–D–E–F: its ends C and F are opposite. The pair left over, A↔E.

The three mistakes that cost the most marks

  • Pairing faces that sit in the same spot. Two drawings with 4 on top do not make 4 opposite anything; only the rules above give opposite faces.
  • Using n instead of (n − 2). Edge cubes are 12(n − 2), not 12n — the corners must not be counted again.
  • Counting only what you can see. In a stack the hidden cubes under and behind the visible ones count too; in a dot figure the region must also be outside every shape that the dot is not in.

Solved Examples — SSC CGL Dice, Cube & Dot Situation

Q1. Two positions of a dice show (top, right, front) 3, 6, 2 and 3, 1, 6. Which number is opposite 2?362316
Two faces are common (3 and 6), so the remaining faces are opposite: 2 ↔ 1. Answer: 1
Q2. The sheet shown is folded into a cube. Which letter is opposite A?ABCDEF
A and F lie in one straight line with exactly one square, C, between them, so they fold to opposite faces. (Likewise B ↔ D through C, and C ↔ E through D.) Answer: F
Q3. A cube of side 5 cm is painted red on all faces and cut into 1 cm cubes. How many small cubes have exactly two red faces?
n = 5. Two painted faces are the edge cubes without corners: 12(n − 2) = 12 × 3 = 36. Answer: 36
Q4. A cuboid of 6 cm × 4 cm × 3 cm is painted on all faces and cut into 1 cm cubes. How many small cubes have no painted face?
Unpainted cubes form the inside block (a − 2)(b − 2)(c − 2) = 4 × 2 × 1 = 8. Answer: 8
Q5. In the question figure a dot lies inside the circle and the square but outside the triangle. In which answer figure can such a dot be placed?
Look for the part where the circle and the square overlap, and check that this part is clear of the triangle. A figure where the circle and square do not overlap, or where their overlap lies wholly inside the triangle, is ruled out. Only one figure has such a region. Answer: the figure with a circle-square overlap outside the triangle

How the Dice, Cube & Dot Situation Tests Work

  • 25 questions per test, with a full question palette — answered, skipped, marked for review, not visited.
  • Every form in every level — each test mixes 10 dice and open-sheet questions, 9 cube and cuboid questions and 6 dot situation questions.
  • Figures drawn sharp on any screen — dice, sheets, stacks and dot figures are pictures made for the page, so they stay clear on a phone.
  • Optional 15-minute timer — with the clock to build exam speed, without it while you are still learning the chapter.
  • Marking: +2 correct, −0.5 wrong, 0 unattempted — the same scheme as the real paper.
  • Solutions, shortcut tricks and concept notes open after you submit — every opposite pair is deduced step by step, every count is shown group by group or layer by layer, and every wrong figure is given its reason.
  • English and हिंदी, chosen at the start of every test.
  • Free with a TrickySSC account — sign in once with Google or your mobile number, and every test is open to you.

How to Prepare Dice, Cube & Dot Situation for SSC CGL

  1. Learn the three dice rules and say them aloud. Two common faces, one common face (clockwise), four faces seen with one face. Every dice question is one of these or a chain of them.
  2. On an open sheet, mark the straight lines first, then the Z shapes. Three pairs, and the sheet is solved.
  3. For painted cubes, write n and (n − 2) before anything else. Then 8, 12(n − 2), 6(n − 2)², (n − 2)³ — check that they add to n³.
  4. Count stacks layer by layer. Every column reaches the floor; the hidden cubes are real.
  5. For dots, write each condition as IN and OUT. Then test the figures one condition at a time.
  6. Do Level 1 untimed first, then with the 15-minute clock. Move to Level 2 once Level 1 is steady, and then check yourself on a previous year paper.

All SSC CGL Chapter Wise Tests

Every chapter below has its own free Level 1 and Level 2 tests with full solutions.

Browse all 57 chapter tests — Maths (35) · Reasoning (22)
General Intelligence & Reasoning
Quantitative Aptitude

SSC CGL पासा, घन-घनाभ और बिंदु स्थिति (Dice, Cube & Dot Situation) चैप्टर टेस्ट — हिंदी में

इस अध्याय में पासे की दो, तीन या चार स्थितियों से विपरीत फलक निकालना, खुली शीट को मोड़कर बनने वाला घन या विपरीत फलक पहचानना, रंगे हुए घन या घनाभ को छोटे घनों में काटने पर तीन, दो, एक या शून्य रंगे फलक वाले घनों की गिनती, ढेर में रखे घनों की गिनती, और एक-दूसरे पर चढ़ी आकृतियों में बिंदु रखने के प्रश्न हैं। हर हल में विपरीत फलकों के नियम, शीट के सीधी-रेखा और Z नियम, (n − 2) वाले सूत्र और परत-दर-परत गिनती चरणों में समझाई गई है।

सबसे आम गलतियाँ: एक ही जगह दिखने वाले फलकों को विपरीत मान लेना, सूत्र में (n − 2) की जगह n रख देना, और ढेर में केवल दिखने वाले घन गिनना। लेवल 2 में चार स्थितियों की शृंखला, नई स्थिति का ‘?’ फलक, असंभव स्थिति, तीन रंगों वाले घन, कुछ फलक बिना रंग वाले घन और चार आकृतियों वाली बिंदु स्थिति भी है।

TrickySSC पर इस अध्याय के सभी टेस्ट हिंदी में उपलब्ध हैं — प्रश्न, विकल्प, विस्तृत हल और शॉर्टकट ट्रिक सब हिंदी में। दो स्तर हैं: लेवल 1 (SSC CGL के स्तर का) और लेवल 2 (SSC CGL से कठिन)। प्रत्येक टेस्ट में 25 प्रश्न, 15 मिनट का वैकल्पिक टाइमर और परीक्षा जैसी अंकन योजना (+2, −0.5) है।

SSC CGL Dice, Cube & Dot Situation — Frequently Asked Questions

How many dice, cube and dot situation questions are asked in SSC CGL?
Usually one question from this group in a Tier I shift, sometimes two: a dice question or a cube and cuboid question is the regular one, and dot situation appears now and then. The same forms appear in SSC CHSL, MTS and CGL Tier II.
How do I find the face opposite a given face of a dice?
Two faces seen together in any position are adjacent, never opposite. If two positions share two faces, the two remaining faces are opposite. If they share only one face, read the faces clockwise from the common face in both positions; faces in the same place are opposite. A face seen with four different faces is opposite the sixth.
How do I find opposite faces from an open sheet of a cube?
Two squares with exactly one square between them in a straight line fold to opposite faces. For the others, find a Z shape of four squares: the two end squares of the Z are opposite. Squares joined edge to edge become adjacent faces.
What is the formula for a painted cube cut into small cubes?
For a cube with n small cubes along each edge: 8 corner cubes have three painted faces, 12(n − 2) edge cubes have two, 6(n − 2)² face cubes have one, and (n − 2)³ inner cubes have none. For an a × b × c cuboid replace (n − 2) by (a − 2), (b − 2) and (c − 2) on the matching edges and faces.
How do I count the cubes in a stacked figure?
Count layer by layer from the bottom, or column by column. Every cube rests on the floor or on another cube, so a column whose top is at height h holds h cubes even when most of them are hidden. Counting only the visible cubes is the usual mistake.
How do I solve a dot situation question?
Write the condition of each dot as inside some shapes and outside the others, for example inside the circle and the triangle but outside the square. Then look in each answer figure for a region that meets every condition; the figure that has a region for every dot is the answer.
How many questions are in each test?
Twenty-five questions per test, with an optional 15-minute timer and the real exam marking of +2 for a correct answer, −0.5 for a wrong one and 0 for an unattempted question.
Are the tests available in Hindi?
Yes. Questions, options, detailed solutions and shortcut tricks are available in Hindi, and you choose English or Hindi before the test starts.
What is the difference between Level 1 and Level 2?
Level 1 is set at real SSC CGL difficulty: two or three positions of a dice, simple open sheets, fully painted cubes and small stacks. Level 2 is harder than the exam: four positions with a chain of deductions, the missing face in a new position, positions that are impossible, sheets whose wrong cubes are mirror images, cubes painted in three colours or with some faces unpainted, and four-shape dot figures with three dots.

More Free SSC CGL Practice