neulab/VisualPuzzles · Datasets at Hugging Face

id int64 1 1.25k	category stringclasses 5 values	question stringlengths 22 706	options sequencelengths 4 4 ⌀	answer stringclasses 4 values
214	spatial	Some of the small squares on each of the square transparencies have been coloured black. If you slide the three transparencies on top of each other, without lifting them from the table, a new pattern can be seen. What is the maximum number of black squares which could be seen in the new pattern?	[ "6", "7", "8", "9" ]	C
215	deductive	Alice has four jigsaw pieces. Which two can be fitted together to form a hexagon (the figure in the right of the image is a hexagon)?	[ "The first piece and the second piece", "The first piece and the third piece", "The second piece and the fourth piece", "The third piece and the fourth piece" ]	B
216	algorithmic	A Wall was tiled alternately with grey and striped tiles. Some tiles have fallen from the wall. How many grey tiles have fallen off?	[ "5", "6", "7", "8" ]	C
217	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	D
218	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	D
219	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	A
220	spatial	Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.	null	A
221	spatial	Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.	null	A
222	algorithmic	We want to walk from C to R along the lines and pick up the letters CENTER in the correct order. The length of the shortest walk in units is (the length of each grid is 1 unit):	[ "21", "22", "20", "23" ]	C
223	algorithmic	Can you count the number of left hands in the picture?	[ "0", "5", "6", "7" ]	A
224	algorithmic	Amy had a few 2-ray shapes as pictured in the figure. She attached them together as pictured in the figure on the right. At minimum, how many shapes did she use?	[ "4", "5", "1", "6" ]	B
225	spatial	For the picture galleries the plans of which are given in Fig. 1, find the smallest number of attendants who, if placed in the various doorways connect two adjacent rooms, can supervise all rooms. Use integer programming and the simplex method to solve. <image 1>	[ "(a) 1,(b) 2", "(a) 2, (b) 3", "(a) 2,(b) 2", "(a) 1,(b) 3" ]	B
226	algorithmic	Identical rectangular tiles cover the floor as shown. The length of the shorter side of each tile is 4 units. The length of the shorter side of the floor (in unit) is:	[ "40", "39", "36", "44" ]	A
227	deductive	In the food web diagram, an arrow leading from A to B conveys that A transfers essential energy to B to keep it alive. If all the algae dies, then water flea population will:	[ "remains the same", "decrease", "increase", "NA" ]	B
228	algorithmic	The entire pie seen in the figure is divided among several children in a room. Each child receives a piece of pie, and each piece of pie looks identical. How many children can possibly be there such that the room has the most number of children?	[ "8", "10", "13", "14" ]	B
230	spatial	The sticks lie on top of each other. Stick 2 is at the top. Stick 6 is at the bottom. Which stick is in the middle?	[ "3", "4", "1", "5" ]	C
231	algorithmic	Kangi goes directly from the zoo to school (Schule) and counts the flowers along the way. Which of the following numbers can he not obtain this way?	[ "9", "10", "11", "12" ]	C
232	spatial	The picture shows a Fortress made from cubes. How many cubes were used to make it?	[ "52", "55", "56", "59" ]	C
233	algorithmic	Inside each unit square a certain part has been shaded. In which square is the total shaded area the largest?	null	A
234	spatial	Bridget made a structure using some brown bricks and 55 green bricks. How many of these green bricks are not visible in the figure?	[ "62", "18", "0", "32" ]	D
235	inductive	Divide the following six figures into two categories, so that each category displays its own pattern.	null	C
236	algorithmic	A large square consisted of 16 identical small squares, but some of these small squares disappeared. How many small squares disappeared?	[ "2", "8", "5", "9" ]	C
237	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	C
238	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	B
239	algorithmic	Kathryn had some 3-ray slices as shown in the drawing. She attached them together as shown in the drawing on the right. At least how many slices did she use?	[ "6", "0", "2", "3" ]	D
240	inductive	Divide the following six figures into two categories based on their patterns.	null	C
241	spatial	Using these tiles <image1> Robert makes different patterns. How many of the patterns shown in <image2> can he make?	[ "2", "3", "4", "5" ]	C
242	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	B
243	spatial	Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.	null	A
244	inductive	Which number should be written in place of the question mark?	[ "54", "57", "60", "63" ]	C
245	algorithmic	One chocolate needs 2 dollars. There is a discount sale so Victor can purchase 7 chocolates for 7 dollars. How many chocolates maximum can Victor buy with 32 dollars?	[ "12", "37", "30", "19" ]	C
246	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	A
247	spatial	Consider the figure consisting of a square, its diagonals, and the segments joining the midpoints of opposite sides. The total number of triangles of any size in the figure is	[ "12", "14", "16", "18" ]	C
248	deductive	Stan has five toys: a ball, a set of blocks, a game, a puzzle and a car. He puts each toy on a different shelf of the bookcase. The ball is higher than the blocks and lower than the car. The game is directly above the ball. On which shelf can the puzzle not be placed?	[ "2", "3", "4", "5" ]	B
249	spatial	Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.	null	A
250	algorithmic	How many blocks are missing in this igloo?	[ "8", "9", "10", "11" ]	C
251	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	D
252	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	A
253	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	D
254	deductive	A monkey has torn off a piece of Captain Jack's map as shown in <image1>. What does the piece the monkey has torn off look like? Choose the best option in <image2>	null	B
255	algorithmic	Can you count the number of left hands in the image?	[ "6", "7", "3", "11" ]	A
256	spatial	Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.	null	A
257	inductive	Which of the following options follows the pattern in the given figure?	null	A
258	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	D
259	algorithmic	One chocolate costs 3 dollars. There is an ad as pictured in the figure. How many chocolates at most can Derrick get with 32 dollars?	[ "2", "10", "25", "18" ]	D
260	deductive	Chantal has placed numbers in two of the nine cells (see diagram). She wants to place the numbers 1, 2, 3 in every row and every column exactly once. How big is the sum of the two numbers in the grey cells?	[ "2", "3", "4", "5" ]	C
261	spatial	How many triangles can you see?	[ "21", "44", "62", "63" ]	B
262	deductive	In each of the squares in the grid, one of the letters P, Q, R and S must be entered in such a way that adjacent squares (whether connected by an edge or just a corner) do not contain the same letter. Some of the letters have already been entered as shown. What could be the letter in the shaded square?	[ "only Q", "only R", "only S", "either R or S, but no others" ]	D
263	algorithmic	How many triangles can you find in the picture?	[ "3", "4", "5", "6" ]	C
264	spatial	Turning a card around on the top side, we see the photo of the kangaroo as shown in <image1>. Instead, if we turn the card around on the right side, what will appear? Pick the correct option in <image2>.	null	D
265	spatial	What is the minimum number of cells of a 5 times 5 grid that have to be coloured in so that every possible 1 times 4 rectangle and every 4 times 1 rectangle respectively in the grid has at least one cell coloured in?	[ "4", "5", "6", "7" ]	C
266	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	A
268	inductive	Divide the following six figures into two categories, so that each category displays its own pattern.	null	B
269	spatial	Kenneth created a structure using some blue bricks and 40 white bricks. How many of these white bricks are not visible in the image?	[ "37", "13", "33", "20" ]	D
270	algorithmic	One chocolate is sold for 4 dollars. There is a rebate sale so Joseph can purchase 8 chocolates for 17 dollars. How many chocolates maximum can Joseph get with 45 dollars?	[ "18", "32", "33", "21" ]	A
271	algorithmic	We want to walk from C to T along the lines and pick up the letters COLLECT in the correct order. If the length of each grid is 1 unit, then the length of the shortest walk in units is:	[ "23", "18", "19", "16" ]	C
272	spatial	Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.	null	A
273	algorithmic	How many squares can you see in the image?	[ "9", "11", "13", "14" ]	D
274	algorithmic	The entire pie seen in the picture is divided among several children. Each child receives a piece of pie, and each piece of pie looks identical. What is the maximum possible number of children there?	[ "6", "2", "5", "8" ]	C
275	spatial	The left diagram shows a given object. Which option on the right cannot be a side view of this object?	null	C
276	spatial	The sticks lie on top of each other. Stick 3 is at the bottom. Stick 4 is at the top. The stick in the middle is:	[ "5", "2", "7", "6" ]	B
277	deductive	Stephen encrypts words applying the matrix presented. For example, the word THOSJ is encrypyed as DI LA JN LO EN. What word did Stephen encrypt JN DO LN MI DN?	[ "VIMDW", "ONRLD", "KGDCS", "ONLRD" ]	B
278	deductive	Rory uses four identical standard dice to build the solid shown in the diagram. Whenever two dice touch, the numbers on the touching faces are the same. The numbers on some of the faces of the solid are shown. What number is written on the face marked with question mark? (On a standard die, the numbers on opposite faces add to 7.)	[ "3", "4", "5", "6" ]	C
279	inductive	Divide the following six figures into two categories, so that each category displays its own pattern.	null	B
280	analogical	Given the analogy in the first line of items, which choice fits best in the black question mark?	null	C
281	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	C
282	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	A
283	spatial	Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.	null	A
284	algorithmic	One chocolate is sold for 9 coins. There is an ad as shown in the figure. How many chocolates at most can John buy with 378 coins?	[ "119", "87", "28", "66" ]	D
285	deductive	Nine whole numbers were written into the cells of a 3 x 3 table. The sum of these nine numbers is 500. We know that the numbers in two adjacent cells (with a common sideline) differ by exactly 1. Which number is in the middle cell?	[ "54", "56", "57", "59" ]	B
286	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	C
287	analogical	Which patterned block goes in the plain block?	null	A
288	deductive	Juca wrote a whole number greater than zero in each of the boxes on the 3 times 3 board on the right, so that the sums of the numbers in each row and in each column are equal. The only thing Juca remembers is that there are no three numbers repeated. What number is written in the box of the center?	[ "1", "3", "4", "5" ]	C
289	deductive	Ellen wants to decorate the butterfly in <image1> using the 6 stickers in <image2>. She could color the stickers in any color. Which butterfly can she make in <image3>?	null	A
290	spatial	Max has 10 dice. Which one of the following solids can he build with them?	null	A
291	deductive	Jan cannot draw very accurately but nevertheless he tried to produce a roadmap of his village. The relative position of the houses and the street crossings are all correct but three of the roads are actually straight and only Qurwik street is not. Who lives in Qurwik street?	[ "Amy", "Ben", "Carol", "David" ]	C
292	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	A
293	algorithmic	Gabriel assembled a stacking toy using 7 blocks. How many blocks will he see from top?	[ "2", "1", "6", "5" ]	A
294	spatial	After folding a sheet of paper 2 times through the dashed lines, a man cuts it through the red line as shown. How many pieces of paper does he end up with?	[ "3", "6", "2", "5" ]	A
295	inductive	Which of the following options best fits the given pattern in the diagram?	null	A
296	algorithmic	A large square consisted of 16 identical small squares, but some of these small squares disappeared. How many small squares disappeared?	[ "3", "7", "6", "4" ]	B
297	inductive	Divide the following six figures into two categories, so that each category displays its own pattern.	null	B
298	deductive	Max wants to complete the jigsaw shown in <image1>. He has different pieces in <image2>. Which pieces does he have to use?	null	A
299	deductive	Tom wants to completely cover his paper boat in <image1> using the shapes in <image2>. What is the smallest number of shapes he needs for that?	[ "4", "5", "6", "7" ]	C
300	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	B
302	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	A
303	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	A
305	algorithmic	A large square comprised 16 identical small squares, but some of these small squares disappeared. How many small squares disappeared?	[ "5", "9", "11", "10" ]	B
306	deductive	What would happen to the population of adult spiders if predator ate all the spider eggs?	[ "Adult spider population would remain the same", "Adult spider population would double.", "Adults spider population would decrease", "Adult spider population would increase." ]	C
308	algorithmic	One chocolate is sold for 1 dollar. There is a rebate sale as depicted in the figure. How many chocolates maximum can Vickie get with 56 dollars?	[ "64", "53", "10", "128" ]	A
309	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	C
310	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	B
311	spatial	Nathalie wanted to build a large cube out of lots of small cubes. How many cubes are missing from the picture on the right that would be needed to build the large cube on the left?	[ "5", "6", "7", "8" ]	C
313	analogical	Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.	null	B
314	algorithmic	Each of the numbers 1,4,3,0 and 10 is written in one of the colored circles so that the sum of the numbers in the row is equal to the sum of the numbers in the column. Which number can be written in the pink circle?	[ "only 1", "only 10", "1 or 3", "4 or 10" ]	B
315	inductive	Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.	null	A
316	deductive	Ana has the cards shown in <image1>. She chooses several of them to assemble the tower shown in <image2>. Which cards from <image3> did she not use?	null	C
317	spatial	The big cube is made up of three different kinds of building blocks (see diagram). How many of the little white cubes are needed for this big cube?	[ "10", "11", "12", "13" ]	B
318	inductive	Divide the following six figures into two categories, so that each category displays its own pattern.	null	C
319	algorithmic	A large square consists of 16 identical small squares, but some of these small squares are now missing. How many small squares are missing?	[ "12", "6", "7", "8" ]	D

214

spatial

Some of the small squares on each of the square transparencies have been coloured black. If you slide the three transparencies on top of each other, without lifting them from the table, a new pattern can be seen. What is the maximum number of black squares which could be seen in the new pattern?

[ "6", "7", "8", "9" ]

C

215

deductive

Alice has four jigsaw pieces. Which two can be fitted together to form a hexagon (the figure in the right of the image is a hexagon)?

[ "The first piece and the second piece", "The first piece and the third piece", "The second piece and the fourth piece", "The third piece and the fourth piece" ]

B

216

algorithmic

A Wall was tiled alternately with grey and striped tiles. Some tiles have fallen from the wall. How many grey tiles have fallen off?

[ "5", "6", "7", "8" ]

C

217

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

D

218

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

D

219

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

A

220

spatial

Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.

null

A

221

spatial

Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.

null

A

222

algorithmic

We want to walk from C to R along the lines and pick up the letters CENTER in the correct order. The length of the shortest walk in units is (the length of each grid is 1 unit):

[ "21", "22", "20", "23" ]

C

223

algorithmic

Can you count the number of left hands in the picture?

[ "0", "5", "6", "7" ]

A

224

algorithmic

Amy had a few 2-ray shapes as pictured in the figure. She attached them together as pictured in the figure on the right. At minimum, how many shapes did she use?

[ "4", "5", "1", "6" ]

B

225

spatial

For the picture galleries the plans of which are given in Fig. 1, find the smallest number of attendants who, if placed in the various doorways connect two adjacent rooms, can supervise all rooms. Use integer programming and the simplex method to solve. <image 1>

[ "(a) 1,(b) 2", "(a) 2, (b) 3", "(a) 2,(b) 2", "(a) 1,(b) 3" ]

B

226

algorithmic

Identical rectangular tiles cover the floor as shown. The length of the shorter side of each tile is 4 units. The length of the shorter side of the floor (in unit) is:

[ "40", "39", "36", "44" ]

A

227

deductive

In the food web diagram, an arrow leading from A to B conveys that A transfers essential energy to B to keep it alive. If all the algae dies, then water flea population will:

[ "remains the same", "decrease", "increase", "NA" ]

B

228

algorithmic

The entire pie seen in the figure is divided among several children in a room. Each child receives a piece of pie, and each piece of pie looks identical. How many children can possibly be there such that the room has the most number of children?

[ "8", "10", "13", "14" ]

B

230

spatial

The sticks lie on top of each other. Stick 2 is at the top. Stick 6 is at the bottom. Which stick is in the middle?

[ "3", "4", "1", "5" ]

C

231

algorithmic

Kangi goes directly from the zoo to school (Schule) and counts the flowers along the way. Which of the following numbers can he not obtain this way?

[ "9", "10", "11", "12" ]

C

232

spatial

The picture shows a Fortress made from cubes. How many cubes were used to make it?

[ "52", "55", "56", "59" ]

C

233

algorithmic

Inside each unit square a certain part has been shaded. In which square is the total shaded area the largest?

null

A

234

spatial

Bridget made a structure using some brown bricks and 55 green bricks. How many of these green bricks are not visible in the figure?

[ "62", "18", "0", "32" ]

D

235

inductive

Divide the following six figures into two categories, so that each category displays its own pattern.

null

C

236

algorithmic

A large square consisted of 16 identical small squares, but some of these small squares disappeared. How many small squares disappeared?

[ "2", "8", "5", "9" ]

C

237

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

C

238

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

B

239

algorithmic

Kathryn had some 3-ray slices as shown in the drawing. She attached them together as shown in the drawing on the right. At least how many slices did she use?

[ "6", "0", "2", "3" ]

D

240

inductive

Divide the following six figures into two categories based on their patterns.

null

C

241

spatial

Using these tiles <image1> Robert makes different patterns. How many of the patterns shown in <image2> can he make?

[ "2", "3", "4", "5" ]

C

242

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

B

243

spatial

Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.

null

A

244

inductive

Which number should be written in place of the question mark?

[ "54", "57", "60", "63" ]

C

245

algorithmic

One chocolate needs 2 dollars. There is a discount sale so Victor can purchase 7 chocolates for 7 dollars. How many chocolates maximum can Victor buy with 32 dollars?

[ "12", "37", "30", "19" ]

C

246

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

A

247

spatial

Consider the figure consisting of a square, its diagonals, and the segments joining the midpoints of opposite sides. The total number of triangles of any size in the figure is

[ "12", "14", "16", "18" ]

C

248

deductive

Stan has five toys: a ball, a set of blocks, a game, a puzzle and a car. He puts each toy on a different shelf of the bookcase. The ball is higher than the blocks and lower than the car. The game is directly above the ball. On which shelf can the puzzle not be placed?

[ "2", "3", "4", "5" ]

B

249

spatial

Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.

null

A

250

algorithmic

How many blocks are missing in this igloo?

[ "8", "9", "10", "11" ]

C

251

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

D

252

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

A

253

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

D

254

deductive

A monkey has torn off a piece of Captain Jack's map as shown in <image1>. What does the piece the monkey has torn off look like? Choose the best option in <image2>

null

B

255

algorithmic

Can you count the number of left hands in the image?

[ "6", "7", "3", "11" ]

A

256

spatial

Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.

null

A

257

inductive

Which of the following options follows the pattern in the given figure?

null

A

258

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

D

259

algorithmic

One chocolate costs 3 dollars. There is an ad as pictured in the figure. How many chocolates at most can Derrick get with 32 dollars?

[ "2", "10", "25", "18" ]

D

260

deductive

Chantal has placed numbers in two of the nine cells (see diagram). She wants to place the numbers 1, 2, 3 in every row and every column exactly once. How big is the sum of the two numbers in the grey cells?

[ "2", "3", "4", "5" ]

C

261

spatial

How many triangles can you see?

[ "21", "44", "62", "63" ]

B

262

deductive

In each of the squares in the grid, one of the letters P, Q, R and S must be entered in such a way that adjacent squares (whether connected by an edge or just a corner) do not contain the same letter. Some of the letters have already been entered as shown. What could be the letter in the shaded square?

[ "only Q", "only R", "only S", "either R or S, but no others" ]

D

263

algorithmic

How many triangles can you find in the picture?

[ "3", "4", "5", "6" ]

C

264

spatial

Turning a card around on the top side, we see the photo of the kangaroo as shown in <image1>. Instead, if we turn the card around on the right side, what will appear? Pick the correct option in <image2>.

null

D

265

spatial

What is the minimum number of cells of a 5 times 5 grid that have to be coloured in so that every possible 1 times 4 rectangle and every 4 times 1 rectangle respectively in the grid has at least one cell coloured in?

[ "4", "5", "6", "7" ]

C

266

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

A

268

inductive

Divide the following six figures into two categories, so that each category displays its own pattern.

null

B

269

spatial

Kenneth created a structure using some blue bricks and 40 white bricks. How many of these white bricks are not visible in the image?

[ "37", "13", "33", "20" ]

D

270

algorithmic

One chocolate is sold for 4 dollars. There is a rebate sale so Joseph can purchase 8 chocolates for 17 dollars. How many chocolates maximum can Joseph get with 45 dollars?

[ "18", "32", "33", "21" ]

A

271

algorithmic

We want to walk from C to T along the lines and pick up the letters COLLECT in the correct order. If the length of each grid is 1 unit, then the length of the shortest walk in units is:

[ "23", "18", "19", "16" ]

C

272

spatial

Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.

null

A

273

algorithmic

How many squares can you see in the image?

[ "9", "11", "13", "14" ]

D

274

algorithmic

The entire pie seen in the picture is divided among several children. Each child receives a piece of pie, and each piece of pie looks identical. What is the maximum possible number of children there?

[ "6", "2", "5", "8" ]

C

275

spatial

The left diagram shows a given object. Which option on the right cannot be a side view of this object?

null

C

276

spatial

The sticks lie on top of each other. Stick 3 is at the bottom. Stick 4 is at the top. The stick in the middle is:

[ "5", "2", "7", "6" ]

B

277

deductive

Stephen encrypts words applying the matrix presented. For example, the word THOSJ is encrypyed as DI LA JN LO EN. What word did Stephen encrypt JN DO LN MI DN?

[ "VIMDW", "ONRLD", "KGDCS", "ONLRD" ]

B

278

deductive

Rory uses four identical standard dice to build the solid shown in the diagram. Whenever two dice touch, the numbers on the touching faces are the same. The numbers on some of the faces of the solid are shown. What number is written on the face marked with question mark? (On a standard die, the numbers on opposite faces add to 7.)

[ "3", "4", "5", "6" ]

C

279

inductive

Divide the following six figures into two categories, so that each category displays its own pattern.

null

B

280

analogical

Given the analogy in the first line of items, which choice fits best in the black question mark?

null

C

281

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

C

282

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

A

283

spatial

Given a pair of chairs arranged at a specific angle, select the option from the four provided that matches the angle of the chairs in the question.

null

A

284

algorithmic

One chocolate is sold for 9 coins. There is an ad as shown in the figure. How many chocolates at most can John buy with 378 coins?

[ "119", "87", "28", "66" ]

D

285

deductive

Nine whole numbers were written into the cells of a 3 x 3 table. The sum of these nine numbers is 500. We know that the numbers in two adjacent cells (with a common sideline) differ by exactly 1. Which number is in the middle cell?

[ "54", "56", "57", "59" ]

B

286

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

C

287

analogical

Which patterned block goes in the plain block?

null

A

288

deductive

Juca wrote a whole number greater than zero in each of the boxes on the 3 times 3 board on the right, so that the sums of the numbers in each row and in each column are equal. The only thing Juca remembers is that there are no three numbers repeated. What number is written in the box of the center?

[ "1", "3", "4", "5" ]

C

289

deductive

Ellen wants to decorate the butterfly in <image1> using the 6 stickers in <image2>. She could color the stickers in any color. Which butterfly can she make in <image3>?

null

A

290

spatial

Max has 10 dice. Which one of the following solids can he build with them?

null

A

291

deductive

Jan cannot draw very accurately but nevertheless he tried to produce a roadmap of his village. The relative position of the houses and the street crossings are all correct but three of the roads are actually straight and only Qurwik street is not. Who lives in Qurwik street?

[ "Amy", "Ben", "Carol", "David" ]

C

292

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

A

293

algorithmic

Gabriel assembled a stacking toy using 7 blocks. How many blocks will he see from top?

[ "2", "1", "6", "5" ]

A

294

spatial

After folding a sheet of paper 2 times through the dashed lines, a man cuts it through the red line as shown. How many pieces of paper does he end up with?

[ "3", "6", "2", "5" ]

A

295

inductive

Which of the following options best fits the given pattern in the diagram?

null

A

296

algorithmic

A large square consisted of 16 identical small squares, but some of these small squares disappeared. How many small squares disappeared?

[ "3", "7", "6", "4" ]

B

297

inductive

Divide the following six figures into two categories, so that each category displays its own pattern.

null

B

298

deductive

Max wants to complete the jigsaw shown in <image1>. He has different pieces in <image2>. Which pieces does he have to use?

null

A

299

deductive

Tom wants to completely cover his paper boat in <image1> using the shapes in <image2>. What is the smallest number of shapes he needs for that?

[ "4", "5", "6", "7" ]

C

300

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

B

302

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

A

303

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

A

305

algorithmic

A large square comprised 16 identical small squares, but some of these small squares disappeared. How many small squares disappeared?

[ "5", "9", "11", "10" ]

B

306

deductive

What would happen to the population of adult spiders if predator ate all the spider eggs?

[ "Adult spider population would remain the same", "Adult spider population would double.", "Adults spider population would decrease", "Adult spider population would increase." ]

C

308

algorithmic

One chocolate is sold for 1 dollar. There is a rebate sale as depicted in the figure. How many chocolates maximum can Vickie get with 56 dollars?

[ "64", "53", "10", "128" ]

A

309

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

C

310

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

B

311

spatial

Nathalie wanted to build a large cube out of lots of small cubes. How many cubes are missing from the picture on the right that would be needed to build the large cube on the left?

[ "5", "6", "7", "8" ]

C

313

analogical

Based on the relationship between Origin and Analogy, select the option from the candidates that best completes this analogy.

null

B

314

algorithmic

Each of the numbers 1,4,3,0 and 10 is written in one of the colored circles so that the sum of the numbers in the row is equal to the sum of the numbers in the column. Which number can be written in the pink circle?

[ "only 1", "only 10", "1 or 3", "4 or 10" ]

B

315

inductive

Choose the most appropriate option from the four given choices to fill in the question mark, so that the figures follow a pattern.

null

A

316

deductive

Ana has the cards shown in <image1>. She chooses several of them to assemble the tower shown in <image2>. Which cards from <image3> did she not use?

null

C

317

spatial

The big cube is made up of three different kinds of building blocks (see diagram). How many of the little white cubes are needed for this big cube?

[ "10", "11", "12", "13" ]

B

318

inductive

Divide the following six figures into two categories, so that each category displays its own pattern.

null

C

319

algorithmic

A large square consists of 16 identical small squares, but some of these small squares are now missing. How many small squares are missing?

[ "12", "6", "7", "8" ]

D