The question asks about the industries that remained reserved for the public sector after the 1991 economic reforms in India. The 1991 reforms, also known as Liberalisation, Privatisation, and Globalisation (LPG) reforms, significantly reduced the number of industries reserved for the public sector. We need to identify which of the given options was still reserved.
C) Atomic energy. After the 1991 reforms, and even in subsequent years, atomic energy has remained an industry exclusively reserved for the public sector due to its strategic importance and national security implications.
The question asks about the specific function of a 'Section Break (Next Page)' in MS Word. Understanding the different types of breaks available in Word is key to answering this question correctly.
Correct Option: B) It ends the current section and starts a new section on the subsequent page.
This option accurately describes the dual functionality of a 'Section Break (Next Page)': it creates a new section (allowing for formatting changes) and ensures that this new section begins on the next physical page.
The question asks to identify the leader who was NOT associated with the extremist ideology during the Indian National Movement's "Extremist Phase" (1905-1917). This requires knowledge of the key figures and their ideologies during this period.
D) Gopal Krishna Gokhale was a prominent leader of the Moderate faction of the Indian National Congress. He believed in constitutional methods and gradual reforms, and was a strong critic of the extremist approach. Therefore, he was not associated with the extremist ideology during the 1905-1917 period.
The problem involves arranging seven friends (D, E, F, G, M, N, O) in a row facing north based on given conditions. We need to deduce their seating arrangement step-by-step and then identify the person sitting third from the left end.
Let's re-evaluate Condition 2 and 3 carefully.
Condition 1: G _ _ _ _ D (5 people between G and D). This means G and D are at the ends.
Condition 2: F sits to the immediate left of D.
If D is at the right end: G _ _ _ _ F D. This means F is the 6th person from G, so there are 5 people between G and F. D is the 7th person. This fits the condition of 5 people between G and D (G _ _ _ _ F D). So, D is at position 7, F is at position 6. This is a valid interpretation.
Arrangement: G _ _ _ _ F D
Condition 3: Only one person sits between F and M.
From G _ _ _ _ F D, F is at position 6. M can be at position 4 (G _ M _ F D) or position 2 (G M _ _ F D). Let's re-check the wording. "Only one person sits between F and M".
If F is at position 6, M can be at position 4 (G _ M _ F D) or position 8 (not possible as there are only 7 people).
Let's consider the initial interpretation of G and D being at the ends. There are 7 positions.
Possibility 1: G _ _ _ _ _ D (G is 1st, D is 7th)
Possibility 2: D _ _ _ _ _ G (D is 1st, G is 7th)
Now, apply "F sits to the immediate left of D".
If D is 7th, F must be 6th. So, G _ _ _ _ F D. This is valid.
If D is 1st, F cannot sit to its immediate left as there is no position to the left of the 1st position. So, Possibility 2 is incorrect.
So, the arrangement must be: G _ _ _ _ F D
Now apply "Only one person sits between F and M".
F is at position 6. M must be at position 4 (G _ M _ F D). The person between F and M is at position 5.
So far: G _ M _ F D
The remaining people are N, O, E. The remaining positions are 2, 3, 5.
Now apply "O sits at some place to the left of E but at some place to the right of N". This means the order is N, O, E.
The empty slots are 2, 3, 5. So, N must be at 2, O at 3, and E at 5.
Final arrangement: G N O M E F D
Let's check all conditions:
The arrangement is: G N O M E F D
The question asks: Who sits third from the left end of the line?
1st from left: G
2nd from left: N
3rd from left: O
Therefore, O sits third from the left end.
D) O
The question asks about the metals commonly used for electrical transmission lines. The choice of material for transmission lines is primarily governed by its electrical conductivity, mechanical strength, cost-effectiveness, and resistance to corrosion.
D) Copper and aluminium are the metals generally used for electrical transmission lines. Copper offers high conductivity and strength, while aluminium offers a good balance of conductivity, light weight, and cost-effectiveness, making it the preferred choice for most modern overhead transmission lines.
The problem asks us to find the man's total monthly salary given his expenses on house rent, conveyance, grocery, and his savings. We are given that 28% of his salary goes to house rent, and the remaining expenses and savings are given in absolute amounts. We can set up an equation where the total salary is equal to the sum of all expenses and savings. By expressing the house rent expense as a percentage of the total salary, we can solve for the total salary.
Let the man's total monthly salary be \(S\).
Calculate the amount spent on house rent. It is 28% of his monthly salary.
\[ \text{House Rent} = 0.28 \times S \]List the other expenses and savings:
The total salary is the sum of all expenses and savings:
\[ S = \text{House Rent} + \text{Conveyance} + \text{Grocery} + \text{Savings} \]Substitute the known values into the equation:
\[ S = 0.28S + 687 + 7483 + 218 \]Combine the absolute expense and savings amounts:
\[ 687 + 7483 + 218 = 8388 \]Now the equation becomes:
\[ S = 0.28S + 8388 \]Rearrange the equation to solve for \(S\):
\[ S - 0.28S = 8388 \]\[ 0.72S = 8388 \]Divide by 0.72 to find \(S\):
\[ S = \frac{8388}{0.72} \]\[ S = 11650 \]So, the man's monthly salary is ₹11,650.
Correct Option: B) ₹11,650
To find the area of the four walls of a cube, we need to calculate the lateral surface area. A cube has six identical square faces. The area of one face is the square of its edge length. The four walls (lateral surface) consist of four such faces. We will use the formula for the lateral surface area of a cube and the algebraic identity \((a+b+c)^2 = a^2 + b^2 + c^2 + 2ab + 2bc + 2ca\).
The length of the edge of the cube, denoted by \(s\), is given as \(s = (3x + 8y + 5)\) m.
The area of the four walls (lateral surface area) of a cube is given by \(4s^2\).
Area of four walls \( = 4 \times (3x + 8y + 5)^2 \).
Here, \(a = 3x\), \(b = 8y\), and \(c = 5\).
\[ (3x + 8y + 5)^2 = (3x)^2 + (8y)^2 + (5)^2 + 2(3x)(8y) + 2(8y)(5) + 2(5)(3x) \]\[ = 9x^2 + 64y^2 + 25 + 48xy + 80y + 30x \]Area of four walls \( = 4 \times (9x^2 + 64y^2 + 25 + 48xy + 80y + 30x) \)
\[ = 36x^2 + 256y^2 + 100 + 192xy + 320y + 120x \]Area of four walls \( = (36x^2 + 256y^2 + 100 + 192xy + 320y + 120x)\) m².
Correct Option: C) \( (36x^{2} + 256y^{2} + 100 + 192xy + 320y + 120x) \) m²
The question asks to identify the ruler responsible for building the maximum number of Buddhist stupas. This requires knowledge of ancient Indian history, specifically the patronage of Buddhism by various rulers.
Correct Option: C) Ashoka is widely recognized in historical and Buddhist traditions for his extensive patronage of Buddhism, including the construction of a vast number of stupas throughout his empire. His reign marked a significant period of Buddhist expansion and architectural development.
The problem requires us to evaluate a mathematical expression after interchanging certain operators. We need to apply the given interchange rules first and then follow the order of operations (BODMAS/PEMDAS) to solve the modified expression.
B) 631 is the correct answer after performing the operator interchanges and then evaluating the expression according to the order of operations.
The question asks about the major share of MSME registrations on the Udyam Registration Portal. To answer this, one needs to know the distribution of registrations among Micro, Small, and Medium enterprises as per official data.
Correct Option: A) Micro enterprises constitute the major share of MSME registration on the Udyam Registration Portal. This is consistently reflected in official data, where Micro enterprises account for the overwhelming majority of registrations.