The following question is a **Verbal ****Classification** question. Verbal classification questions introduce three words that share a certain connection. You must choose the word from the answer choices that share the **same connection**.

**Read Calculate Swim**

**A. **See**B.** Bike**C.** Abilities**D.** Feel**E.** Dream

A good strategy to solve Verbal Classification questions is to try phrasing a sentence that fits all the given words, such as “All words can/are ”. Then, go through the answer choices and find the word that can fit that sentence. If more than one choice fits the rule, look for a more accurate and specific rule. For example, if you have |

__Answer & Explanation:__

The correct answer is ** Bike**.

Read, Calculate, and Swim are all **learned abilities**. Bike is also an ability that needs to be learned in order for one to have it.

*See* is incorrect as people do not need to learn how to see, for it is an innate ability. *Abilities* is incorrect as this is the name of the general category to which read, calculate, and swim belong. *Feel* is incorrect as people do not need to learn how to feel, for this is an innate ability. *Dream* is incorrect as we cannot learn how to dream, for people dream in their sleep involuntarily.

The question below is a **Number Series** question. Number Series questions provide a series of numbers with a certain rule. You must choose from the answer choices a number that can replace the question mark and follow **the same rule**, completing the series.

**7**** ****1**** ****6**** ****2**** ****5**** ****3**** **** ****?**

**A. **5**B. **4

C.

D.

E. 1

To solve Number Series questions, think of a rule that describes the pattern in the set of numbers and then use it to determine which number comes next in the series. Notice that some patterns may be comprised of more than one rule, so if you are having a difficult time finding a simple rule that works, try to look for a more complicated pattern. For example, the pattern may include addition and subtraction alternately, or involve two different patterns, one for the odd numbers and the other for the even numbers. |

__Answer & Explanation:__

The correct answer is **4.**

In this series, the pattern is as follows: first 6 is subtracted, then 5 is added, then 4 is subtracted, then 3 is added, and so on.

The pattern is: **-6,** **+5,** **-4,** **+3,** **...**

The last two numbers in this series are 5 and 3. 3 is smaller than 5 by 2, so the next number in the series should be bigger than 3 by 1.

**3** **+** **1** **=** **4.**

Alternatively, we can look at the pattern as the combination of two separate patterns that alternate. One pattern (**the odd terms**) is a series of numbers that decrease by 1, and the other pattern (__the even terms__) is a series that increases by 1.

The pattern is: **7****,** __1____,__ **6****,** __2____,__ **5****,** __3____,__ …

We are missing the seventh number, which is an odd term, and therefore it should be smaller than the last odd term (the fifth number) by 1. The fifth number is 5, so: **5** **–** **1** **=** **4.**

Therefore, **4** is the correct answer.

The following question is a **Figure Matrix** question. Figure Matrices questions present either 2x2 or 3x3 matrices picture. The rows and columns of the picture follow a certain rule. You must choose the figure from the answer choice **that ****follows the same rule** and goes in the empty box in the matrix.

To solve Figure Matrices questions, start by examining how the series of shapes change across the rows and down the columns within the matrix. The direction in which you examine the question depends on where you can most easily visualize the relationship. Test the relationship rule on each answer choice, eliminating answers that do not fit. Apply the rule to the figure in the bottom row to determine the missing figure. If more than one answer choice fits the rule, look for a more accurate rule. Remember that sometimes there can be more than one applicable rule. |

__Answer & Explanation:__

The correct answer is **A****.**

The outer shape in each row remains the same, however, it rotates 90-degrees clockwise. Therefore, the shape that will appear in the missing box will be a pentagon, and it will be pointing upwards (to match the rotation pattern). In addition, in each row and column, the shapes are filled with a different number of black dots. The top two rows have shapes with one, two, and three dots. As the third row includes only shapes with two and three dots, the missing box must have a shape with one dot.

The only answer that follows those conditions is A.

Answers B and C contain the correct shape with the correct number of dots on the inside (one). However, the pentagons they contain are not a 90-degree clockwise rotation of the box to the left, and therefore they are incorrect.

Answers D and E have three and two dots inside, respectively. Since the column and row already contain shapes with three and two dots, these answer choices are incorrect and can also be ruled out.

The following question is a **Figure Analysis** question. Figure Analysis questions show a paper folded several times and then punched with holes. The answer choices contain unfolded papers with punched-in holes. You need to determine which of the answer choices is the **final product of the unfolded punched-in paper**.

A good way to start solving Paper Folding questions is to immediately eliminate answer choices that do not contain the original punched holes shown in the question. Next, by estimating the number of holes that the unfolded paper should have, based on the folds and number of punched holes, you can eliminate the answer choices that contain more or less than the required number of holes the paper should include. For example, if the paper was folded once into two layers, each hole will go through both layers so there should be twice the number of holes. If you get too confused by a question of this sort, you can always draw the problem on a square sheet of paper, easing the visualization of the question. |

__Answer & Explanation:__

The correct answer is **C**.

- The
**top and bottom edges**of the papers are folded inward towards the centre of the square. - Then,
**three holes**are punched in. - The holes go through
**two layers**of paper; therefore, the answer should include**six holes**: 3 holes x 2 layers = 6 holes

As folding of the paper creates a symmetry line, punching-in holes in a folded paper make a mirror image along that same symmetry line (after unfolding). This question has two symmetry lines and, as they are horizontal, the holes also would be mirrored horizontally.

The top two holes would have a pair of two holes above them, as the appropriate symmetry line is above them. The lower hole has a symmetry line underneath it, and therefore it would have a mirrored hole below it.

The only answer which follows this rule is C, which is the correct answer.

Answers A and B are incorrect, as there are holes above the bottom hole, instead of below it.

Answer D is incorrect, as the hole in the bottom is diagonal, rather than directly below the original hole.

Answer E is incorrect as it is missing two holes in its top part.

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