Let p be the total number of males and q be the total number of females in a family. What is the difference between P and Q? Statement I: Vipraja has six daughters, who have a brother, Vipraja is the wife of Shantanu. Statement II: Shantanu is the father of six daughters. Kiran’s mother Vipraja is married to Shantanu.
The correct answer is Statement I alone is sufficient.
Statement I provides enough information (6 daughters + 1 brother + 2 parents = 9 members) to determine the count of males and females, thereby allowing calculation of the difference.
In a certain code language: ‘M & N’ means ‘M is the husband of N’ ‘M @ N’ means ‘M is the mother of N’ ‘M % N’ means ‘M is the daughter of N’ ‘M N’ means ‘M is the son-in-law of N’ How is N related to Q if ‘N@T%KV&P@Q’?
The correct answer is Sister.
By mapping the relationships defined in the expression, we can determine the kinship between N and Q.
Study the following information carefully and answer the question that follows: Seven persons, A, B, C, D, E, F and G, use different brands of clothes, namely Raymond, Allen Solly, Van Heusen, FabIndia, Levi’s, Wrangler and Nike. Each of them bought a different car: BMW, Ferrari, Ford, Porsche, Honda, Lamborghini and Toyota. - The one who uses Wrangler did not buy Ferrari, Porsche, or Ford. - G uses Levi’s brand and did not buy BMW. - C bought Honda. - F does not use Van Heusen and did not buy Ford or BMW. - The one who uses Allen Solly bought Toyota, and the one who uses Nike bought Lamborghini. - B uses Raymond. - Lamborghini is bought by none of A, B, and F. - BMW is not bought by the person who uses Wrangler or Van Heusen. - E bought Ferrari. - A does not use Wrangler, FabIndia, or Van Heusen. Who uses FabIndia?
Read the given statement and courses of action carefully. Statement: The sanitation workers in a state have decided to go on a state-wide strike again in a newly formed state. Courses of action: I. The sanitation workers' demands should be accepted by the State Government. II. The sanitation workers going on strike should be dismissed from their jobs. III. The demands of the sanitation workers should be considered with reference to their grievances.
The correct answer is The sanitation workers' demands should be accepted by the State Government.
Accepting reasonable demands is often the most direct path to resolving large-scale public utility strikes.
A question is given, followed by two statements labelled I and II. Identify which of the statements is/are sufficient to answer the question: Statement: Five persons – Asrith, Somu, Biswas, Mayur and Riswan – were sitting around a circular table. Do all of them face the centre? I. Asrith sits second to the left of Somu; Biswas sits second to the right of Asrith. II. Mayur sits third to the left of Riswan; Somu sits to the immediate left of Mayur.
The correct answer is Asrith sits second to the left of Somu; Biswas sits second to the right of Asrith.
A statement is given followed by two arguments. Decide which of the arguments is/are strong with respect to the statement. Statement: In each and every type of graduation, financial education should be made mandatory in the curriculum.
The correct answer is Both arguments I and II are strong.
Financial literacy is both an economic contributor for the nation and a personal safety net against debt for individual students.
A question is given followed by two statements labelled I & II. Identify which of the statements are sufficient to answer the question. Question: In a reputed school, the number of Grade I, II & III teaching faculty members are in the ratio of 4:5:6 respectively. Find the percentage of female faculty members in the school? I. 50% of Grade I faculty members are male and 30% of Grade II faculty members are female. II. In Grade III, the number of female faculty members is equal to the number of male faculty members.
The correct answer is Data in both statements I & II together are sufficient to answer.
Mahesh and Suresh are playing a new game “Checkers“. This is a very simple game but becomes challenging when more expert players are playing. Below is the description of the game and rules: The game is played by 2 players. This game consists of an N*M matrix. Each of the cells is background lit by lights. And these cells are either Green or Black. The green and black cells are randomly lit and will be represented with 1’s and 0’s respectively. Green cells are the cells that need to be captured. Black cells cannot be captured. Everyone is in the race to capture the maximum number of cells possible. In a single chance, a player can capture all those adjacent cells which share an edge. Once there is no adjacent edge the chance breaks and the next player will play. Mahesh always starts the game and Suresh is second. Both players are playing optimally, find out how many cells Suresh captures. Input: N, M (size of matrix) and the matrix values. Example 1: 2x2 matrix with all 1s -> Output: 0 (Mahesh captures all). Example 2: 4x4 matrix -> Output: 2. Python code for reference (Knapsack optimization provided in user prompt): def getMaxVol(money, price, volume, n): ... print(getMaxVol(money, price, volume, len(volume)))
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