The question asks for the standard method to add text to a slide in MS PowerPoint. This involves understanding the basic interface elements designed for text input.
B) Click inside a text placeholder and start typing. This is the most common and direct method for adding text to a PowerPoint slide, especially when using standard slide layouts that include title and content placeholders.
The question asks to identify the recipient of the Sahitya Akademi Award 2024 for Dogri literature for the book 'Ik Hor Ashwathama'. This requires knowledge of recent literary awards, specifically the Sahitya Akademi Awards.
The Sahitya Akademi announced its awards for 2023 (referred to as 2024 in some contexts due to the announcement year) in December 2023. Chaman Arora was awarded for his Dogri play 'Ik Hor Ashwathama'.
B) Chaman Arora won the Sahitya Akademi Award 2024 (for 2023) for Dogri literature for his play 'Ik Hor Ashwathama'.
This problem requires us to substitute the given new meanings for the arithmetic operators into the expression and then evaluate it using the standard order of operations (BODMAS/PEMDAS).
The value of the expression is \(102\).
C) 102 — After correctly substituting the operators and following the order of operations, the result is 102.
What was the labour force participation rate for males in India as reported in the 6th Annual Employment-Unemployment Survey conducted by the Labour Bureau?
The question asks for a specific statistical figure, the labour force participation rate (LFPR) for males in India, as reported by a particular survey: the 6th Annual Employment-Unemployment Survey (EUS) conducted by the Labour Bureau. To answer this, one needs to recall or look up the findings of this specific survey.
Correct Option: A) 76.4% was the labour force participation rate for males in India as reported in the 6th Annual Employment-Unemployment Survey conducted by the Labour Bureau.
To find the number of distinct meeting points when two people run in opposite directions on a circular track, we need to determine their speeds and then find the ratio of their speeds in simplest form. The sum of the numerator and denominator of this simplified ratio will give the number of meeting points.
Correct Option: C) 26
The question asks for the year when the Partition of Bengal, implemented in 1905, was officially annulled. To answer this, we need to recall the historical timeline of the Partition of Bengal and its revocation.
Therefore, the Partition of Bengal was officially annulled in 1911.
Correct Option: C) 1911 — The Partition of Bengal, implemented in 1905, was officially annulled in 1911 by King George V at the Delhi Durbar.
This problem involves setting up a system of two linear equations based on the given age relationships at different points in time. We will define variables for the present ages of the father and son and then translate the given ratios and conditions into algebraic equations. Finally, we will solve these equations simultaneously to find their present ages.
Let the present age of the son be \(S\) years and the present age of the father be \(F\) years.
First condition: "The ratio of the age of a son after 15 years and the present age of his father is 2 : 3."
This can be written as an equation:
\[ \frac{S + 15}{F} = \frac{2}{3} \] \[ 3(S + 15) = 2F \] \[ 3S + 45 = 2F \quad \text{(Equation 1)} \]Second condition: "5 years ago, the age of the father was 4 times the age of the son."
This can be written as an equation:
\[ F - 5 = 4(S - 5) \] \[ F - 5 = 4S - 20 \] \[ F = 4S - 15 \quad \text{(Equation 2)} \]Now, we have a system of two linear equations:
Equation 1: \(3S + 45 = 2F\)
Equation 2: \(F = 4S - 15\)
Substitute Equation 2 into Equation 1 to solve for \(S\):
\[ 3S + 45 = 2(4S - 15) \] \[ 3S + 45 = 8S - 30 \] \[ 45 + 30 = 8S - 3S \] \[ 75 = 5S \] \[ S = \frac{75}{5} \] \[ S = 15 \]So, the present age of the son is 15 years.
Substitute the value of \(S\) back into Equation 2 to find \(F\):
\[ F = 4S - 15 \] \[ F = 4(15) - 15 \] \[ F = 60 - 15 \] \[ F = 45 \]So, the present age of the father is 45 years.
The present ages of the father and the son are 45 years and 15 years, respectively.
A) 45; 15
As calculated, the present age of the father is 45 years and the present age of the son is 15 years. This matches option A.
B) 40; 10
If father is 40 and son is 10:
C) 32; 8
If father is 32 and son is 8:
D) 50; 20
If father is 50 and son is 20:
The problem asks us to identify a pair of words that follows the same pattern as two given pairs: JAY : MDB and PAN : SDQ. We need to analyze the letter-to-letter transformation in the given pairs to deduce the underlying rule.
The pattern for JAY : MDB is a +3 shift for each letter.
The pattern for PAN : SDQ is also a +3 shift for each letter.
D) UPC : XSF
All letters follow the +3 shift pattern. Therefore, option D is the correct answer.
The question asks about the extension of the Uniform Code of Pharmaceutical Marketing Practices (UCPMP) 2024 guidelines to a new sector. To answer this, we need to recall the recent updates regarding the UCPMP and its scope.
Correct Option: A) Medical device manufacturers. The UCPMP 2024 extended its guidelines to include medical device manufacturers, making it mandatory for them to adhere to ethical marketing practices.
To solve this problem, we need to track Manoj's movements step-by-step, visualizing his path on a coordinate plane or by drawing a diagram. We will determine his final position relative to his starting point (Point A) and then calculate the shortest distance and direction needed to return to Point A.
C) 7 km; South
Based on our step-by-step analysis, Manoj's final position (Point P) is 7 km North of Point A. Therefore, to return to Point A, he must drive 7 km towards the South.