The question asks to identify the country that India defeated in the final of the U-19 World Cup in February 2022, where India secured its fifth title. This is a factual question related to sports current affairs.
Correct Option: A) England — India defeated England by four wickets in the final of the U-19 World Cup in February 2022 to win their record fifth title.
A certain number of people are sitting in a row, facing north. M is sitting at the extreme left end. K is to the immediate right of M. G is to the immediate right of K. Only five persons are sitting between G and D. D is at the 6th position from the extreme right end. G is at some place towards the left of D. If no other person is sitting in the row, what is the total number of persons seated?
The problem describes the seating arrangement of people in a row and asks for the total number of people. We need to deduce the positions of individuals based on the given clues and then calculate the total count.
The problem asks us to evaluate two arguments in relation to a given statement. The statement highlights a disparity: only 30% of girl students joined undergraduate courses, while 95% of boys did. We need to determine if each argument strengthens or weakens this statement.
A) Argument I weakens, while argument II strengthens the statement
The question asks to identify the name of the portal launched by the Government of India in January 2022 to share key performance indicators of the coal sector. This is a factual question related to government initiatives and current affairs.
A) Koyla Darpan is the correct answer. The "Koyla Darpan" portal was indeed launched by the Government of India in January 2022 to provide key performance indicators of the coal sector to the public and stakeholders.
The mean proportional (or geometric mean) between two numbers \(p\) and \(q\) is given by the formula \( \sqrt{pq} \). We are given that the mean proportional is 8. We need to find the pair of numbers from the options that satisfies this condition.
This problem involves two people traveling towards each other at different speeds. We need to find the time when they meet. The key is to calculate their individual speeds or the time taken by each, and then use the concept of relative speed or the distance covered by each until they meet.
A) 11:24 hrs is the correct time when A and B meet.
In a certain code language, 'PTEJAD' is written as 'OUEIAE' and 'FHNOI' is written as 'EIMOI'. How will 'TUPAI' be written in that language?
The problem involves decoding a pattern in a given code language. We need to identify the rule applied to transform the original words into their coded forms and then apply the same rule to the target word.
It seems there's a slight inconsistency or a different pattern for the third letter. Let's re-examine the first example's third and fifth letters, and the second example's fourth and fifth letters. The pattern seems to be alternating between -1 and +1 for the first few letters, and then some letters remain unchanged.
Let's look for a simpler, consistent pattern. Consider the position of vowels and consonants.
Pattern 1: Vowel/Consonant based transformation
D) SUQAI is the correct answer, as derived from applying the consonant/vowel-based transformation rule.
The problem requires us to find which interchange of two mathematical signs will make the given equation correct. We need to test each option by substituting the signs into the equation and then evaluating the expression using the order of operations (BODMAS/PEMDAS).
If we interchange \(\times\) and \(\div\), the equation becomes:
\[ 12 \times 6 \div 18 + 16 - 15 \]So, \(12 \times 6 \div 18 + 16 - 15 = 5\). This matches the right-hand side (RHS) of the given equation.
Since \(35 \neq 5\), this option is incorrect.
Since \(-94.934 \neq 5\), this option is incorrect.
Since \(275 \neq 5\), this option is incorrect.
To find the mean proportional (also known as geometric mean) of two numbers, we need to find the square root of their product. If \(a\) and \(b\) are two numbers, their mean proportional \(x\) is given by the relation \(a:x::x:b\), which implies \(x^2 = ab\), so \(x = \sqrt{ab}\).
Correct Option: C) 48
The problem asks us to identify the pattern in the given number series and use it to find the missing number. We will analyze the differences between consecutive terms to uncover the underlying rule.
Correct Option: D) 59 is the correct answer because it follows the established pattern where the difference between consecutive terms doubles each time.