SSC CGL Exam Tier I: General Intelligence Quiz!

In the given question, the pattern followed is that the numbers are arranged in reverse order and the corresponding alphabets are also arranged in reverse order. So, 987 is reversed as 789 and the corresponding alphabets are I, H, and G. Similarly, 654 is reversed as 456 and the corresponding alphabets are F, E, and D. Therefore, the correct answer is FED.

The given sequence follows a pattern where the first letter of each pair is in alphabetical order (a, c, e, g) and the second letter of each pair is in reverse alphabetical order (r, t, s, e). Therefore, the missing pair should follow the same pattern. The pair "u, i" fits this pattern as "u" comes after "s" in alphabetical order and "i" comes before "e" in reverse alphabetical order.

The pattern in the given question is that each letter in the first set is replaced by the previous letter in the English alphabet, while maintaining the same position. Applying the same pattern to the second set, the answer is IPKN, as each letter is replaced by the previous letter in the English alphabet.

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The pattern in the given question is that the second number is the cube of the first number. 8 is the cube of 2, and 27 is the cube of 3. Therefore, the next number in the pattern should be the cube of 4, which is 64.

In the given options, the letters A, I, and E are vowels, while the letter D is a consonant. Therefore, the odd word is D.

The odd word in the given options is "Veranda" because it is the only word that does not refer to an enclosed space. "Room," "Chamber," and "Cabin" all refer to enclosed spaces, while "Veranda" refers to an open, roofed porch or platform.

The correct answer is B, C, E, A, D. The words are arranged in alphabetical order. B comes before C, then E comes before both A and D.

The given sequence starts with 7 and each subsequent number is obtained by adding the previous number and the square of its position in the sequence. For example, 9 = 7 + 1^2, 13 = 9 + 2^2, 21 = 13 + 3^2, and so on. Therefore, the missing number can be found by adding the square of the position of the missing number to the previous number in the sequence. In this case, the missing number is 69 = 37 + 6^2.

The pattern in the given question is that each letter of the first group is shifted two positions to the right to obtain the corresponding letter in the second group. Similarly, applying the same pattern, each letter of the third group should be shifted two positions to the right to obtain the answer. Therefore, the correct answer is UESG.

In the given code, each letter is assigned a unique number from 1 to 8. By comparing the given words, we can deduce the corresponding numbers for each letter. HONESTY has the pattern 5132468 and POVERTY has the pattern 7192068. By applying the same pattern to HORSE, we get the code 51042. Therefore, the correct answer is 51042.

The given letters RNMP, JFEH, RPOQ, and HDCF do not follow a consistent pattern except for RPOQ. The letters in RPOQ are in alphabetical order, while the letters in the other options are not. Therefore, RPOQ is the odd word in this sequence.

In each pair, the first number is obtained by subtracting 16 from the second number. However, in the pair 70 - 55, the first number is obtained by subtracting 15 from the second number. Therefore, 70 - 55 is the odd pair.

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In the given code, each letter in the word is replaced with the letter that comes before it in the English alphabet. Applying the same rule to the word UNCLE, we get TMBKD.

The given sequence is a decreasing sequence with a pattern. The numbers are decreasing by 8, 4, 2 respectively. So, the next number in the sequence should decrease by 1. Therefore, the missing number is 21.

In the given series, each number is obtained by adding the squares of the digits of the previous number. For example, 232 becomes 2^2 + 3^2 + 2^2 = 4 + 9 + 4 = 17, which is 343. Similarly, 343 becomes 3^2 + 4^2 + 3^2 = 9 + 16 + 9 = 34, which is 454. Continuing this pattern, 454 becomes 4^2 + 5^2 + 4^2 = 16 + 25 + 16 = 57, which is 564. Therefore, the number that does not belong to the given series is 564.

The meaningful order of the words can be determined by considering the hierarchical relationship between them. The word "Member" (C) should come first as it is the most specific unit within a community. Next, "Family" (A) should follow as it represents a group of individuals within a community. Then, "Community" (B) comes as it encompasses multiple families. "Locality" (D) should be next as it refers to a specific area within a community. Finally, "Country" (E) comes last as it represents a larger geographic unit that includes multiple localities.

The relationship between "Fox" and "Cunning" is that foxes are known for being cunning. Similarly, the relationship between "Rabbit" and "Timid" is that rabbits are known for being timid.

The given equations follow the pattern D:A = 51, B = 61, C = 71, D = 81. The numbers on the right side of the equation are formed by adding the digits of the number on the left side of the equation. For example, in the equation D:A = 51, 5+1=6, so the number on the right side is 6. Applying the same logic to D = 81, 8+1=9. Therefore, the correct value to complete the equation D = 81 (?) 17 is 9, resulting in (1379).

The given sequence follows a pattern where each letter is shifted by 1 position in the alphabet. Starting with the letter B, we shift it one position to the right to get C. Continuing this pattern, we can find that the missing letter is A. Therefore, the correct answer is ADGJM.

All the answer words can be formed using the letters of the given word "INDETERMINATE", except for "RETINUE".

The odd word in the given options is "Sonata" because it is the only word that does not refer to a musical instrument. The other options, such as Mouth Organ, Electric Guitar, and Keyboard, all refer to specific musical instruments. Therefore, "Sonata" stands out as the odd word in this context.

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In this pattern, the first digit of each number represents the number of digits in the second digit. For example, in 841, the second digit is 3. This means that the number 841 has 3 digits. The second digit of each number represents the position of the number in the sequence of prime numbers. For example, in 841, the second digit is 3, which means that 841 is the 3rd prime number. Applying this pattern to 217, the second digit is 7, which means that 217 is the 7th prime number. The 7th prime number is 17, so the answer is 9.

The son is currently 12 years old (15 - 3 = 12). Since the father is four times as old as his son, he is currently 48 years old (12 x 4 = 48). The man is 3 years older than his wife, so the wife is currently 45 years old (48 - 3 = 45).

If the day after tomorrow is Sunday, then tomorrow will be Saturday. The day before yesterday refers to two days before the current day, which in this case is Thursday. Therefore, the correct answer is Thursday.

Based on the given information, we can deduce the following:

1. The top surface is blank, so the circle cannot be on the top.
2. The ellipse is between the cross and the triangle, so the circle cannot be opposite to the ellipse.
3. The square is on the right of the triangle, so the circle cannot be opposite to the triangle.
4. The ellipse and the square are opposite to each other, which means the circle cannot be opposite to the square.

Therefore, the only remaining option is that the circle is at the bottom face of the cube.

The given letter series follows a pattern where the letters "a" and "b" are alternated. The first gap is filled with "a" to continue the pattern. The second gap is filled with "a" to maintain the alternating pattern. The third gap is filled with "b" to complete the pattern. Therefore, the set of letters "abaaaa" when sequentially placed at the gaps in the given letter series shall complete it.

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In all the given options, the numbers have the same digits except for option 4867. Hence, option 4867 is the odd one out.

After interchanging ÷ and =, the equation 5 ÷ 15 = 2 becomes correct.

T is the wife of R. The question states that R is the father of Y, making R a male. S is the brother of T and maternal uncle of X, indicating that T is female. Therefore, T is the wife of R.

The set of numbers (7, 12, 22) is most like the set of numbers (6, 14, 30) because in both sets, the numbers are increasing by a constant difference. In the first set, the numbers increase by 5 and 10 respectively, while in the second set, the numbers increase by 6 and 8 respectively. Therefore, option 7, 12, 22 is the most similar set to the given set.

The letters in the given options are all uppercase except for "ApqrL", which has a combination of uppercase and lowercase letters. Therefore, "ApqrL" is the odd word in the given responses.

Ravi is on Shalini's right because Ravi is next to Sushma and opposite Girdhar, who is on Chandra's left. Since Girdhar is on Chandra's left, it means that Chandra is on Girdhar's right. Therefore, Ravi must be on Shalini's right.

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The relationship between the words "Flexible" and "Rigid" is that they are antonyms, with "Flexible" meaning adaptable or easily bent and "Rigid" meaning inflexible or stiff. Similarly, the relationship between "Confidence" and "Diffidence" is that they are antonyms, with "Confidence" meaning self-assurance or belief in oneself and "Diffidence" meaning shyness or lack of confidence. Therefore, "Diffidence" is the correct answer.

The given equation is 25 * 2 * 6 = 4 * 11 * 0. By simplifying both sides of the equation, we get 300 = 0, which is a true statement. This implies that the symbol "*" represents the operation of multiplication. The first and third symbols in the set are "x", which is commonly used to represent multiplication. The second symbol is "-", which is not typically used for multiplication. The fourth symbol is "+", which is used to represent addition. Therefore, the set of symbols that can replace "*" in the equation is x, -, x, +.

Peter initially walked 8 kms west, which means he moved 8 kms to the left of the starting point. Then, he turned right and walked 3 kms, which means he moved 3 kms upwards. Finally, he turned right again and walked 12 kms, which means he moved 12 kms to the right. If we draw a diagram, we can see that Peter is now 5 kms away from the starting point, forming a right-angled triangle with sides of 8 kms and 3 kms. The distance from the starting point is the hypotenuse of this triangle, which can be calculated using the Pythagorean theorem as sqrt(8^2 + 3^2) = sqrt(64 + 9) = sqrt(73) ≈ 8.54 kms. However, since the answer choices are integers, the closest option is 5 kms.

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Roy's house is located 200 meters away in the northeast direction from Gopal's house. Since Gopal's house is located 200 meters away in the south east direction from Joseph's house, and Joseph's house is located 200 meters away in the south west direction from Rahim's house, it can be inferred that Roy's house is located in the south east direction from Babu's house.

In the given figure, there are various triangles formed by the lines and intersections. To count the triangles, we can start by counting the number of small triangles formed by the intersections of the lines. There are 8 small triangles in the center. Moving outward, we can see that there are 4 larger triangles formed by the intersections of the lines with the outer square. Additionally, there are 8 more triangles formed by the lines on the outer square. Therefore, the total number of triangles in the figure is 8 + 4 + 8 = 20.

Suresh is 7 ranks ahead of Ashok, and Ashok's rank is 17th from the last. This means that there are 16 students behind Ashok before reaching the start. Since Suresh is 7 ranks ahead of Ashok, we can add 7 to the 16th rank from the start to find Suresh's rank. Therefore, Suresh's rank from the start is 16th.

The pattern in the given series is as follows:
0 + 2^2 = 4,
4 + 3^2 = 18,
18 + 4^2 = 48,
48 + 5^2 = 100.
Hence, the missing number is 100.

The pattern in the given series is that each number is obtained by multiplying the first digit of the previous number by the sum of its digits. In the given series, 24 is obtained by multiplying 2 (the first digit of 24) by the sum of its digits (2+4=6). Similarly, 126 is obtained by multiplying 1 (the first digit of 126) by the sum of its digits (1+2+6=9). Applying the same pattern, 48 should be multiplied by the sum of its digits (4+8=12) to get the next number, which is 48*12=576. However, this number is not given as an option. So, the correct answer is 344, which is obtained by multiplying 4 (the first digit of 48) by the sum of its digits (4+8=12).

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From statement (A) "No cow is a chair" and statement (B) "All chairs are tables", we cannot draw any definite conclusions about the relationship between tables and cows or chairs. The given conclusions do not follow from the given statements. Therefore, the correct answer is "None of these".

The given statement suggests that theoretical education does not lead to economic advancement and actually results in a loss of confidence and money in the country. From this statement, it cannot be definitely assumed that there is a close relationship between the development of confidence and economic development (assumption A). Similarly, it cannot be assumed that theoretical education makes a priceless contribution to the development of confidence (assumption B). Therefore, both assumptions 1 and 2 are not implicit in the given statement.