The question asks about the most distinctive practice associated with the Dholavira site of the Indus Valley Civilization. We need to recall the key features and discoveries made at Dholavira to identify its unique contribution.
C) Water conservation system — Dholavira is famous for its highly advanced and intricate water harvesting and management system, which included large reservoirs and dams to conserve water in the arid region of Kutch. This is a unique and defining characteristic of the site.
This is a logical reasoning problem involving arrangement on different floors. We need to deduce the exact floor each person lives on based on the given clues and then determine the number of people between V and K.
Correct Option: A) Two
We need to determine the exam schedule for seven people (P, Q, R, S, T, U, V) over seven days (Monday to Sunday). We will use the given clues to deduce the exact day each person has their exam and then answer the question about the number of people having an exam after S.
The question asks to identify the captain who led the Vidarbha team to victory in the Ranji Trophy 2024-25. This requires knowledge of recent cricketing events and team captains.
Vidarbha won the Ranji Trophy in the 2024-25 season. The team was captained by Akshay Wadkar, who played a crucial role in their success.
D) Akshay Wadkar — Akshay Wadkar was the captain of the Vidarbha team that won the Ranji Trophy in the 2024-25 season. He led the team to their second Ranji Trophy title.
The question asks for the specific PowerPoint view that allows a presenter to see their notes while the audience only sees the slides. We need to identify the view designed for this purpose.
C) Presenter View is the correct option. This view is specifically designed for presenters to manage their presentation effectively. It allows the presenter to see their notes, the current slide, the next slide, and a timer on their screen, while the audience only sees the full-screen slide on a separate display.
The problem involves decoding a letter based on given coded words. We need to identify the pattern or mapping between letters and numbers from the provided examples and then apply it to find the code for the letter 'L'. This is a direct coding type of problem where each letter corresponds to a unique digit.
This is a syllogism problem. We can solve it by drawing Venn diagrams for the given statements and then checking which conclusions logically follow from these diagrams.
Combining these, we have: Rabbits \(\subset\) Squirrels. Squirrels \(\cap\) Rats \(\neq \emptyset\). Rats \(\subset\) Mammals.
Correct Option: C) Only conclusion (I) follows
To find the marked price, we first need to calculate the selling price (SP) by applying the desired profit percentage to the cost price (CP). Then, using the allowed discount percentage, we can work backward from the selling price to determine the marked price (MP).
Correct Option: C) 1,260
This is a circular arrangement puzzle. We need to deduce the seating positions of seven people around a circular table based on the given clues. We will start by placing one person and then use the relative positions to place others, gradually building the complete arrangement.
C) Richa sits second to the left of Urmila.
This problem requires us to substitute the given symbols with their corresponding mathematical operators and then evaluate the expression following the order of operations (BODMAS/PEMDAS).
The original equation is: \(103 \text{ C } (64 \text{ A } 8) \text{ B } 2 \text{ C } 9 \text{ B } 3 \text{ D } 33 = ?\)
Replacing the symbols, we get:
\[ 103 + (64 \div 8) \times 2 + 9 \times 3 - 33 = ? \]BODMAS stands for Brackets, Orders (powers/roots), Division, Multiplication, Addition, Subtraction. PEMDAS stands for Parentheses, Exponents, Multiplication, Division, Addition, Subtraction.
B) 113 is the correct answer after evaluating the expression following the order of operations.