The question asks about the range of composite scores for Indian states as per the SDG India Index 2023-24 released by NITI Aayog. To answer this, one needs to recall or know the specific data points published in the report regarding the minimum and maximum scores achieved by states.
Correct Option: B) 57 to 79
All 92 people are standing in a row facing north. Manju is 16th from the left end while Nisha is 9th from the right end. How many people are there between Manju and Nisha?
To find the number of people between Manju and Nisha, we first determine their positions from a common reference point (e.g., the left end). Then, we subtract the position of the person closer to the left from the position of the person farther from the left, and subtract 1 (because we are counting people between them, not including them).
To find Nisha's position from the left end, we use the formula:
\[ \text{Position from left end} = \text{Total people} - \text{Position from right end} + 1 \]So, Nisha's position from the left end is:
\[ 92 - 9 + 1 = 83 + 1 = 84 \]Thus, Nisha is 84th from the left end.
Manju is at position 16 from the left.
Nisha is at position 84 from the left.
The number of people between them is the difference in their positions minus 1 (since we are counting people between them, not including them).
\[ \text{Number of people between} = \text{Nisha's position from left} - \text{Manju's position from left} - 1 \] \[ = 84 - 16 - 1 \] \[ = 68 - 1 \] \[ = 67 \]Correct Option: D) 67
The problem involves finding a pattern in letter-number relationships. We need to decode the relationship between the letters and the numbers in the given pairs and then apply the same logic to the third pair to find the missing option.
First, assign numerical values to the letters based on their alphabetical position (A=1, B=2, ..., Z=26).
Now, let's look for a pattern connecting the letters and the numbers. Consider the product of the letter values and the difference between them.
This doesn't directly give 17 or 6. Let's try a different approach. Consider the sum and difference of the letter positions.
Let's try to find a relationship between the letter values and the given numbers (17 and 6).
Consider the difference of the letter positions for the first two letters and then add a constant or perform some operation.
This doesn't show a consistent pattern. Let's re-examine the relationship between IV 17 and FR 6.
Let's consider the relationship between IV and FR. The first letter I (9) becomes F (6), which is \(9-3=6\). The second letter V (22) becomes R (18), which is \(22-4=18\). So, the letters are transformed by subtracting 3 from the first letter's position and 4 from the second letter's position.
Now, let's look at the numbers: 17 and 6. The difference is \(17-6=11\).
Let's try to find a pattern related to the letters and the numbers directly.
Consider the product of the numerical positions of the letters in the first part of the pair, and the sum/difference of the numerical positions of the letters in the second part of the pair.
Let's try a simpler approach involving the difference of the numerical values of the letters.
This still doesn't reveal a clear, consistent pattern. Let's re-evaluate the problem statement carefully.
The problem states: "IV 17 is related to FR 6 in a certain way. In the same way, KJ 12 is related to HF 1." This implies a transformation from the first pair (IV 17) to the second pair (FR 6), and then from KJ 12 to HF 1. Then we need to apply the same logic to OE -6 to find the related option.
Let's analyze the transformation from IV 17 to FR 6:
Now, let's analyze the transformation from KJ 12 to HF 1:
We can see a consistent pattern for the letters and the difference in the numbers:
So, OE -6 is related to LA -17.
B) LA -17 is the correct option because it follows the established pattern: the first letter's position decreases by 3, the second letter's position decreases by 4, and the number decreases by 11.
Walking at \( \frac{2}{3} \) of his normal speed, Abhijeet is 28 minutes late in reaching his office.
The usual time taken by him to cover the distance between his home and his office is:
This problem involves the relationship between speed, distance, and time. When distance is constant, speed is inversely proportional to time. We are given the fractional change in speed and the resulting delay. We can use this information to find the usual time taken.
C) 56 minutes
The question asks to identify the country that shares only a maritime boundary with India. This requires knowledge of India's geographical neighbours and the type of boundaries (land or maritime) they share with India.
D) Maldives shares only a maritime boundary with India. It is an island nation located in the Indian Ocean, separated from India by sea.
The question asks to identify the correct statement among the given options related to computer fundamentals. We need to evaluate each statement based on standard definitions and characteristics of computer terms.
Correct Option: D) ASCII represents characters as numerical codes.
To find the average weight of all the boys, we need to calculate the total weight of all boys and divide it by the total number of boys. This involves calculating the sum of weights for each group and then combining them.
Number of boys in the first group = 14
Average weight of the first group = 40.25 kg
Total weight of the first group = Number of boys \(\times\) Average weight
\[ \text{Total weight}_1 = 14 \times 40.25 = 563.5 \text{ kg} \]Number of boys in the second group = 4
Average weight of the second group = 33.5 kg
Total weight of the second group = Number of boys \(\times\) Average weight
\[ \text{Total weight}_2 = 4 \times 33.5 = 134 \text{ kg} \]Total number of boys = Number of boys in first group + Number of boys in second group
\[ \text{Total boys} = 14 + 4 = 18 \]Total weight = Total weight of first group + Total weight of second group
\[ \text{Total weight} = 563.5 + 134 = 697.5 \text{ kg} \]Average weight = Total weight / Total number of boys
\[ \text{Average weight} = \frac{697.5}{18} = 38.75 \text{ kg} \]Correct Option: A) 38.75
The question asks to identify the state where Similipal National Park is located. This requires knowledge of the geographical locations of major national parks in India, a common topic in competitive exams.
Correct Option: B) Odisha
The question asks about Abhinash Jamwal's achievement at the 2025 World Boxing Cup. This requires specific knowledge about the results of that event. We need to identify the correct medal and weight category associated with his performance.
B) He bagged a silver medal in the 65 kg category.
Abhinash Jamwal indeed won a silver medal in the 65 kg category at the 2025 World Boxing Cup, making this the correct statement.