SSC CGL Tier 1 2014 General Intelligence & Reasoning Questions with Solutions

Explanation

The series follows a fixed addition pattern for each corresponding letter in the triplets based on their positions in the English alphabet.

For the first letter of each term, there is a constant increment of 3: A (1) + 3 = D (4), D (4) + 3 = G (7), and G (7) + 3 = J (10).

For the second letter of each term, there is a constant increment of 4: E (5) + 4 = I (9), I (9) + 4 = M (13), and M (13) + 4 = Q (17).

For the third letter of each term, there is a constant increment of 2: R (18) + 2 = T (20), T (20) + 2 = V (22), and V (22) + 2 = X (24).

By combining the resulting letters J, Q, and X, the missing term is determined to be JQX.

Explanation

The word KNOWLEDGE contains the letters K, N, O, W, L, E, D, G, and E. To form the word WEDGE, the required letters are one W, two Es, one D, and one G. Each of these letters is present in the word KNOWLEDGE in sufficient quantities, allowing the word to be constructed entirely from the available letter set.

Explanation

The word BRAND cannot be formed from the letters of NEIGHBOURHOOD because it contains the letter A, which is not present in the original word. The set of available letters in NEIGHBOURHOOD includes N, E, I, G, H, B, O, U, R, and D. Since the letter A is missing from the source word, any word requiring it cannot be constructed using the provided letters.

Explanation

Let the present ages of Sunita and Vinita be 4x and 5x respectively. Six years hence, their ages will be 4x + 6 and 5x + 6. Given the ratio 14:17, we set up the equation:

(4x + 6)/(5x + 6) = ¹⁴⁄₁₇

Cross-multiplying the terms gives: 17(4x + 6) = 14(5x + 6) 68x + 102 = 70x + 84 2x = 18 x = 9

Substituting x = 9 into the present age expressions, Sunita is 4 × 9 = 36 years old and Vinita is 5 × 9 = 45 years old. Twelve years hence, Sunita will be 36 + 12 = 48 years old and Vinita will be 45 + 12 = 57 years old.

The ratio twelve years hence is 48:57. Dividing both terms by their greatest common divisor, 3, simplifies the ratio to 16:19.

Explanation

The relative weights can be established by arranging the individuals in a descending order based on the given conditions. From the first statement, Arun is heavier than Govind (Arun > Govind). The third statement clarifies that Pravin is lighter than Govind but heavier than John (Govind > Pravin > John). Finally, the second statement indicates that Manoj is lighter than John, meaning John is heavier than Manoj (John > Manoj). By combining these relations into a single linear sequence, we get the hierarchy: Arun > Govind > Pravin > John > Manoj. This arrangement clearly identifies Arun as the individual with the greatest weight.

Explanation

Rama is the brother of Sallu. Heera is the son of Sallu's sister, making Heera the nephew of Rama. Heera is married to Rama's daughter. Neha is the daughter of Heera and Rama's daughter. Because Rama is the father of Neha's mother, he is the maternal grandfather of Neha. Consequently, Neha is the granddaughter of Rama, establishing the grandfather and granddaughter relationship between them.

Explanation

In this coding scheme, each letter is assigned a unique digit which remains consistent across different words. By extracting the values from the words DICKINSON (357950210) and DIPP (3566), we find that P corresponds to 6, I corresponds to 5, C corresponds to 7, and N corresponds to 0. Substituting these values into the word PICNIC, the first letter P is 6, the second letter I is 5, the third letter C is 7, the fourth letter N is 0, the fifth letter I is 5, and the final letter C is 7. Assembling these digits in sequence yields the numerical code 657057.

Explanation

By interchanging the signs - and ÷ in the given equation 49 - 7 + 7 = 14, the expression transforms into 49 ÷ 7 + 7 = 14. Following the BODMAS rule, the division is carried out first: 49 ÷ 7 = 7. Subsequently, the addition is performed: 7 + 7 = 14. Since the calculated value matches the right-hand side of the equation, the interchange of these two signs makes the mathematical statement correct.

Explanation

The coding logic involves dividing the word into groups of three letters and rearranging each group. In each triplet, the letters are shifted such that the second letter moves to the first position, the third letter moves to the second position, and the first letter moves to the third position (2nd-3rd-1st). For the word RESPONSES, the groups are RES, PON, and SES. Following the pattern, RES becomes ESR, PON becomes ONP, and SES becomes ESS, forming the code ESRONPESS.

Applying this logic to the word SIGNATURE, it is divided into triplets: SIG, NAT, and URE. The first triplet SIG is rearranged to IGS. The second triplet NAT is rearranged to ATN. The third triplet URE is rearranged to REU. Combining these transformed segments results in the coded form IGSATNREU.

Explanation

The logic applied to solve these equations is xy = xʸ + yˣ. For the first equation, 23 = 2³ + 3² = 8 + 9 = 17. For the second equation, 34 = 3⁴ + 4³ = 81 + 64 = 145. Applying this same rule to the unsolved equation, we calculate 52 = 5² + 2⁵. Evaluating the powers gives 25 + 32, which equals 57.

Explanation

Substituting the mathematical signs from option b into the expression in the given sequence, the equation becomes [(8 × 5 × 6) ÷ 10] = 24. Following the order of operations, we first evaluate the expression inside the parentheses: 8 × 5 × 6 = 240. The equation then simplifies to 240 ÷ 10 = 24. Performing the division, we find that 24 = 24, which balances the equation perfectly.

Explanation

According to the given symbol definitions, the operators are mapped as follows: u denotes multiplication (×), ε denotes addition (+), A denotes subtraction (-), and V denotes equal to (=). Substituting these definitions into the equation provided in option b, we get:

5 × 4 = 2 + 10 × 2 - 2

Following the order of operations (BODMAS/PEMDAS), we solve the multiplication first:

Left Hand Side (LHS): 5 × 4 = 20

Right Hand Side (RHS): 2 + (10 × 2) - 2 2 + 20 - 2 22 - 2 = 20

Since the LHS is equal to the RHS (20 = 20), the equation is correct. In the other options, evaluating the expressions with the corresponding exponents (8⁹ and 7⁶) or products results in values that do not satisfy the inequalities. For example, in options c and d, the numerical value on the right (7⁶ = 117,649) far exceeds the value on the left, making those relations mathematically incorrect.

Explanation

The sequence follows a pattern where the difference between consecutive terms corresponds to the cubes of consecutive natural numbers starting from 1. 900 - 899 = 1 = 1³ 899 - 891 = 8 = 2³ 891 - 864 = 27 = 3³ 864 - 800 = 64 = 4³ Following this logic, the next term is found by subtracting 5³ from the current term. 800 - 125 = 675

Explanation

Let the starting point be at coordinates (0, 0). Walking 75 metres East reaches (75, 0). A left turn towards the North for 25 metres leads to (75, 25). Turning left again towards the West for 40 metres results in the position (75 - 40, 25), which is (35, 25). The final left turn towards the South for 25 metres brings the man to (35, 25 - 25), which is (35, 0). The total distance from the starting point (0, 0) to the final position (35, 0) is calculated as |35 - 0| = 35 metres. Since the vertical displacements of 25 metres North and 25 metres South cancel each other out, the net distance is simply the difference between the Eastward and Westward horizontal movements.

Explanation

The statement establishes a causal relationship between a lack of education and being superstitious using the word therefore. This indicates that education is the factor which prevents superstition by fostering its opposite, which is rational and logical thinking. Consequently, Assumption I is implicit because the statement relies on the premise that education provides the rational tools necessary to avoid superstitious beliefs. Additionally, the phrase some people are uneducated logically implies that there is a segment of the population that has not undergone formal schooling or the educational process. Assumption II is thus implicit as it provides the physical context for the existence of the uneducated individuals described in the statement. Since both the functional role of education and the existence of a group lacking it are necessary for the statement to hold true, both assumptions are implicit.

Explanation

Let the starting position of Ram's house be the origin (0, 0) on a coordinate plane, where the positive y-axis represents North and the positive x-axis represents East. Ram's first movement of 15 km North brings him to the point (0, 15). Turning left from North means heading West; thus, covering 10 km to the West moves him to (-10, 15). He then turns left again, which from a Westward heading is South, and covers 5 km to reach the point (-10, 10). Finally, turning East and covering 10 km adds 10 to his x-coordinate, resulting in the final position (0, 10). Because his final x-coordinate is 0 and his y-coordinate is positive 10, he is located exactly 10 km North of his starting point.

Explanation

Since hybrid plants are resistant to fungus and fungus is a factor that reduces the life-span of plants, it logically follows that hybrid plants will have a longer life-span. Option B is a valid inference based on combining the two given premises.

Explanation

The relationship between the numbers is established by finding the absolute difference between the two digits of the first number. In the first set, for the number 82, the calculation is 8 - 2 = 6, which is written as 06. Applying this same logic to the second set for the number 76, the calculation is 7 - 6 = 1, which is written as 01.

Explanation

The relationship between the first pair of words follows a pattern where each letter is shifted forward by five positions in the alphabetical order. By assigning numerical values to the letters such that A=1, B=2, …, Z=26, the transformation for BED to GJI is calculated as: B (2) + 5 = 7 (G) E (5) + 5 = 10 (J) D (4) + 5 = 9 (I)

Applying this identical +5 logic to the word LON yields: L (12) + 5 = 17 (Q) O (15) + 5 = 20 (T) N (14) + 5 = 19 (S)

Following this sequence, the resulting letters are QTS.

Explanation

The relationship in the given analogy is between a general category and a specific member of that category. Reference material is a broad classification that includes books like dictionaries, encyclopedias, and thesauri. Therefore, a dictionary is a specific type of reference material. In the same manner, a periodical is a general category for publications that are issued at regular intervals, such as daily, weekly, or monthly. A newspaper is a primary example of a periodical, as it is published on a consistent, recurring schedule.

Explanation

The relationship between the terms is determined by the alphabetical positions of the letters. For the first pair, KMNP and ACDF, the letters are transformed by a constant backward shift of 10 positions in the alphabet:

K (11) - 10 = 1 (A) M (13) - 10 = 3 (C) N (14) - 10 = 4 (D) P (16) - 10 = 6 (F)

For the second pair, the relationship between PRSU and the target letters follows a progressive forward shift. Applying a shift that increases by 1 for each subsequent letter (+4, +5, and +6) to the first three letters of the third term yields the following:

P (16) + 4 = 20 (T) R (18) + 5 = 23 (W) S (19) + 6 = 25 (Y)

This progressive shift results in the letters TWY. Additionally, the internal gaps between the letters in the fourth term (T +3 = W, W +2 = Y) increase by 1 compared to the internal gaps of the previous terms (K +2 = M, M +1 = N).

Explanation

The relationship between the words in the first pair is that of a liquid beverage and the container used to serve it. Tea is typically served and consumed from a cup. Following the same logic, a bowl is the standard vessel used for serving and consuming soup.

Explanation

Cognition, Convergent Production, and Divergent Production are three of the primary mental operations identified in J.P. Guilford's Structure of Intellect theory. This model classifies intellectual abilities into operations, contents, and products, where operations represent the mental processes used to process information. Along with memory recording, memory retention, and evaluation, these terms form the functional pillars of the human intellect in this framework. Forgetting is a cognitive failure or a passive loss of information over time and is not classified as a constructive intellectual operation or a dimension of intelligence in Guilford's model.

Explanation

The pair 11-36 is the odd one out because it does not follow the mathematical relationship y = 4x - 10, where x represents the first number and y represents the second number. In this pattern, the second number is derived by multiplying the first number by 4 and then subtracting 10. For the pair 11-36, applying this formula results in 4 × 11 - 10 = 34, which makes the provided value 36 inconsistent with the rule governing the other sets.

Explanation

In this classification problem, the letter group PRSQ is the odd one out because it does not follow a continuous alphabetical sequence. In the other groups, the letters are arranged in their natural consecutive order where each subsequent letter is exactly one position ahead of the previous one. Specifically, for PRSQ, the positions in the alphabet are 16, 18, 19, and 17 respectively, which involves jumps and reversals in the sequence rather than a steady increment of +1.

Explanation

The letter I is a vowel. In the English alphabet, the vowels are A, E, I, O, and U. This letter is the only vowel in the given set, which distinguishes it from the others based on the standard classification of letters into vowels and consonants. Such phonetic grouping is a common method for identifying the odd member in reasoning tasks involving the alphabet.

Explanation

The number 345 consists of digits forming a continuous arithmetic sequence with a constant common difference of 1. Specifically, the relationship between the digits is 4 - 3 = 1 and 5 - 4 = 1. This uniform increment distinguishes it from the other numbers, where the difference between the first and second digits is 1, but the difference between the second and third digits is 2. Thus, 345 is the odd number because it is the only one where the difference between all consecutive digits remains equal.

Explanation

Fantasy refers to the mental faculty of imagining things that are impossible or improbable, representing a cognitive process or an act of imagination. The other three terms represent specific negative emotional states or psychological reactions. While the others denote feelings of pain, grief, or revulsion, fantasy identifies a mental activity or a creative thought process, making it fundamentally different in category from the others.

Explanation

To arrange words in dictionary order, they are compared character by character from left to right. All the given words start with the prefix Ac. In Academic (D) and Acarpous (A), the third letter is a. Comparing the fourth letters, d in Academic precedes r in Acarpous, placing Academic first and Acarpous second. Next, Accede (C) and Accentuate (E) both have c as their third letter and e as their fourth letter. Comparing the fifth letters, d in Accede comes before n in Accentuate, which places Accede third and Accentuate fourth. Finally, Across (B) has r as the third letter, which follows a and c in the alphabet, making it the fifth word. The final sequence is (D), (A), (C), (E), (B).

Explanation

The items are arranged in an ascending order of structural complexity and scale in the physical sciences. Protons are fundamental subatomic particles that, along with neutrons and electrons, constitute an atom. An atom is the smallest unit of a chemical element. When two or more atoms are chemically bonded together, they form a molecule. A large collection of these molecules or atoms with uniform properties then makes up a macroscopic substance. Therefore, the logical sequence from the smallest building block to the largest entity is Proton (D), Atom (B), Molecule (C), and Substance (A).

Explanation

The series follows a pattern where the difference between consecutive terms increases by a constant multiple of 18.

The difference between the first and second term is: 20 - 2 = 18 (18 × 1) The difference between the second and third term is: 56 - 20 = 36 (18 × 2) The difference between the third and fourth term is: 110 - 56 = 54 (18 × 3)

Following this arithmetic progression of differences, the next difference should be 18 × 4 = 72. Adding this to the fourth term gives the missing value: 110 + 72 = 182.

Alternatively, each term can be expressed as a product of two numbers, where each factor increases by 3 in every subsequent term: 1 × 2 = 2 4 × 5 = 20 7 × 8 = 56 10 × 11 = 110 The next term in the sequence is 13 × 14 = 182.

Explanation

The given series can be divided into two alternating sub-series consisting of consonants and vowels.

The letters at the odd positions (1st, 3rd, and 5th) follow the sequence of consecutive consonants: M → N → P In the alphabet, the consonant following M is N, and the consonant following N is P (skipping the vowel O). Following this pattern, the next consonant after P is Q.

The letters at the even positions (2nd, 4th, and 6th) follow the sequence of consecutive vowels: E → I → O The vowels in English are A, E, I, O, and U. Starting from E, the sequence progresses through I and O. The next vowel in this sequence is U.

By combining the next consonant (Q) and the next vowel (U), we obtain the missing term QU.

Explanation

The series follows a pattern where each term starts with the second letter of the preceding term and increases the total number of letters by one. The first term LMN contains 3 letters starting from L. The second term MNOP contains 4 letters starting from M. The third term NOPQR contains 5 letters starting from N. Following this logic, the next term must start with the letter O and contain 6 consecutive letters in alphabetical order, resulting in the sequence OPQRST.

Explanation

The series follows a specific arithmetic pattern where each subsequent term is derived by multiplying the previous term by 2 and then subtracting 20. Applying this rule to the given numbers:

121 × 2 - 20 = 242 - 20 = 222 222 × 2 - 20 = 444 - 20 = 424 424 × 2 - 20 = 848 - 20 = 828

Alternatively, the pattern can be observed digit-wise. The middle digit remains constant at 2 throughout the series. The outer digits follow a geometric progression with a common ratio of 2, starting from 1. The sequence of the outer digits is 1, 2, 4, and the next number in this sequence is 4 × 2 = 8. Placing the constant middle digit 2 between the new outer digits 8 results in the term 828.

Explanation

In the given relationship, B's wife's husband refers to B himself. Since A is the brother of B's wife's husband, A is the brother of B. The problem also states that C and D are sisters of B. This establishes that A, B, C, and D are all siblings. Since A is the brother of B, and C is the sister of B, it follows that A is the brother of C.

Explanation

The word POMPOUS requires the letter O to appear twice. However, the given word PRESUMPTION contains the letter O only once. Since there is an insufficient number of O's available in the source word, POMPOUS cannot be formed.

Explanation

The coding scheme assigns each letter its reverse positional value in the English alphabet. The reverse position is determined by the formula 27 - n, where n represents the forward alphabetical position of the letter (A=1, B=2, ..., Z=26).

Applying this logic to the word BURST: The letter B is in the 2nd position, so its code is 27 - 2 = 25. The letter U is in the 21st position, so its code is 27 - 21 = 6. The letter R is in the 18th position, so its code is 27 - 18 = 9. The letter S is in the 19th position, so its code is 27 - 19 = 8. The letter T is in the 20th position, so its code is 27 - 20 = 7.

By stringing these numerical values together, the code for BURST is 25-6-9-8-7.

Explanation

The coding follows a direct letter-to-letter substitution method derived from the provided examples. By comparing the words with their coded forms, specific mappings for each letter can be identified. From the word EXCUSE coded as PGNVXP, it is established that E maps to P, S maps to X, and U maps to V. From the word TEMPORARY coded as EPRSAYOYM, it is established that A maps to O and R maps to Y. Using these specific character assignments to encode the word ASSURE, the first letter A becomes O, the double S becomes XX, the letter U becomes V, the letter R becomes Y, and the final letter E becomes P. Combining these substitutions in sequence results in the coded string OXXVYP.

Explanation

To find the number of such pairs in the word RECOVERED, we compare the distance between any two letters in the word with their distance in the English alphabet. A pair exists if the number of letters between them in the word is equal to the number of letters between them in the alphabet. This is equivalent to checking if the absolute difference in their positions in the word equals the absolute difference in their positions in the English alphabet.

Assigning numerical positions to the letters of the word RECOVERED: R(1), E(2), C(3), O(4), V(5), E(6), R(7), E(8), D(9)

Assigning numerical values based on the English alphabet (A=1, B=2, …): R(18), E(5), C(3), O(15), V(22), E(5), R(18), E(5), D(4)

We identify the following four pairs:

R (position 1) and O (position 4): The difference in word positions is 4 - 1 = 3. The difference in alphabetical positions is 18 - 15 = 3. Thus, there are 2 letters between them in both cases.

R (position 1) and V (position 5): The difference in word positions is 5 - 1 = 4. The difference in alphabetical positions is 22 - 18 = 4. Thus, there are 3 letters between them in both cases.

O (position 4) and R (position 7): The difference in word positions is 7 - 4 = 3. The difference in alphabetical positions is 18 - 15 = 3. Thus, there are 2 letters between them in both cases.

E (position 8) and D (position 9): The difference in word positions is 9 - 8 = 1. The difference in alphabetical positions is 5 - 4 = 1. Thus, there are 0 letters between them in both cases as they are adjacent.

Explanation

The average speed of an object is calculated using the formula: Average Speed = Total Distance / Total Time.

To find the total distance, we calculate the distance covered in each segment: Distance 1 = 2 hrs × 40 km/h = 80 km Distance 2 = 4.5 hrs × 60 km/h = 270 km Distance 3 = 3.5 hrs × 70 km/h = 245 km Total Distance = 80 + 270 + 245 = 595 km

The total time taken for the journey is the sum of the individual time intervals: Total Time = 2 + 4.5 + 3.5 = 10 hrs

Average Speed = 595 km / 10 hrs = 59.5 km/h

Explanation

The word TRANSITION can be formed because all its constituent letters are present in the word RATIONALISATION in the required frequencies. Specifically, TRANSITION requires two Ts, one R, one A, two Ns, one S, two Is, and one O. The source word RATIONALISATION contains three As, three Is, two Ns, two Os, two Ts, one R, one L, and one S. Since the count of each letter needed for TRANSITION is less than or equal to the count of that letter available in RATIONALISATION, the word can be successfully constructed.

Explanation

The selling price (SP) of an article after a discount is calculated using the formula SP = MP × (100 - D%)/(100), where MP is the marked price and D is the discount percentage. Given that the selling price is Rs. 2550 and the discount is 15%, the equation becomes 2550 = MP × (100 - 15)/(100).

Rearranging the formula to find the marked price, we get MP = (2550 × 100)/(85). Dividing 2550 by 85 yields 30, and multiplying 30 by 100 results in Rs. 3000. Alternatively, since a 15% discount means the selling price is 85% of the marked price, we have 0.85 × MP = 2550. Solving for MP gives MP = (2550)/(0.85) = 3000.

Explanation

Substituting the mathematical operators as per the given instructions, where + becomes ÷, - becomes ×, × becomes +, and ÷ becomes -, the equation in option a transforms as follows:

Original: 5 × 8 - 5 + 5 ÷ 1 = 12 Transformed: 5 + 8 × 5 ÷ 5 - 1 = 12

Applying the BODMAS rule, we perform the operations in the order of Division, Multiplication, Addition, and Subtraction:

First, perform the division: 5 ÷ 5 = 1 The expression becomes: 5 + 8 × 1 - 1

Next, perform the multiplication: 8 × 1 = 8 The expression becomes: 5 + 8 - 1

Finally, perform addition and subtraction: 13 - 1 = 12

The left-hand side equals the right-hand side, confirming the alternative is correct.

Explanation

Let Ram's age be R. Based on the given conditions, Ram's age is double that of Shyam, which means Shyam's age is (R)/(2). Ram's age is also half that of Suresh, which means Suresh's age is 2R. The sum of the ages of Ram, Shyam, and Suresh is 70.

The equation representing the sum is: R + (R)/(2) + 2R = 70

Combining the terms involving R: 3R + (R)/(2) = 70 (6R + R)/(2) = 70 (7R)/(2) = 70

Solving for R: 7R = 140 R = 20

Explanation

This problem uses a direct letter-to-digit substitution cipher. By comparing the given words with their respective numerical codes, we can identify the value assigned to each letter.

From the word PRQST = 13245, we get: P = 1 R = 3 Q = 2 S = 4 T = 5

From the word OTUWV = 05687, we get: O = 0 T = 5 U = 6 W = 8 V = 7

Note that the digit for T is consistently 5 in both given codes. To find the code for TXOQP, we substitute the known values: T = 5 X = 9 (The only remaining digit not used in the previous sets, as shown in the answer options) O = 0 Q = 2 P = 1

Combining these digits in order, TXOQP is represented as 59021.

Explanation

The arithmetic operations in option b result in the target value when applied sequentially from left to right. Inserting the symbols -, ×, and + into the expression 13 3 4 * 3 = 43 results in the calculation ((13 - 3) × 4) + 3. The process begins with the subtraction 13 - 3 = 10. Next, this result is multiplied by the third figure, 4, yielding 10 × 4 = 40. Finally, adding the last figure, 3, results in 40 + 3 = 43. This linear evaluation successfully satisfies the given numerical equation.

Explanation

When two objects move in opposite directions from the same starting point, their relative speed is the sum of their individual speeds. The relative speed of Ram and Ravi is 21 km/h + 15 km/h = 36 km/h. To calculate the distance covered in 20 minutes, the time must be converted into hours: 20 minutes = 20 / 60 hours = 1/3 hours. Using the formula Distance = Relative Speed × Time, the distance between them is 36 km/h × (1/3) h = 12 km.

Explanation

In the morning, the sun rises in the East, which means all shadows are cast towards the West. The problem states that the shadow of the pole fell exactly to Gangadhar's right. Since the shadow direction is fixed to the West in the morning, Gangadhar's right hand was pointing towards the West. According to the cardinal directions, if a person's right hand is pointing West and their left hand is pointing East, they must be facing South.

Explanation

When an authority issues a notice with the specific instruction to read it before entering a venue, they work under certain prerequisite beliefs about the target audience. Assumption I is implicit because the command to read is only meaningful if the people entering the stadium are assumed to be literate and capable of understanding written language. Assumption II is implicit because reading is a visual activity; by placing a written notice as a requirement for entry, the issuer assumes that the individuals attempting to enter possess the sight necessary to see and read the text, thereby excluding the possibility of the audience being blind in the context of following this specific instruction. Thus, both conditions are taken for granted for the notice to serve its intended purpose.

Explanation

The statements establish that the driver was both efficient and highly experienced, having driven for fifteen years. This effectively minimizes the likelihood that driver error or lack of skill caused the accident. Because the road was explicitly described as not good, it provides a direct causal link for the accident, making Conclusion I a valid possibility. Furthermore, in any accident where the driver is competent and experienced, technical failures of the vehicle are considered a logical potential cause. Since Conclusion II presents a mechanical fault as a possible reason consistent with the elimination of driver error, both conclusions represent plausible explanations for the event described.