Given A = |x + 3| + |x − 2| − |2x − 8|. The maximum value of |A| is:

A non-flying ant wants to travel from the bottom corner to the diagonally opposite top corner of a cubical room. The side of the room is 2 meters. What will be the minimum distance that the ant needs to travel?

A small jar contained water, lime and sugar in the ratio of 90 : 7 : 3. A glass contained only water and sugar in it. Contents of both (small jar and glass) were mixed in a bigger jar and the ratio of contents in the bigger jar was 85:5:10 (water, lime and sugar respectively). Fi…

The problem below consists of a question and two statements numbered 1 & 2. You have to decide whether the data provided in the statements are sufficient to answer the question. Rahim is riding upstream on a boat, from point A to B, at a constant speed. The distance from A to B i…

The problem below consists of a question and two statements numbered 1 & 2. You have to decide whether the data provided in the statements are sufficient to answer the question. In a cricket match, three slip fielders are positioned on a straight line. The distance between 1st sl…

Separately, Jack and Sristi invested the same amount of money in a stock market. Jack's invested amount kept getting reduced by 50% every month. Sristi's investment also reduced every month, but in an arithmetic progression with a common difference of Rs. 15000. They both withdre…

From the passage: The three graphs below capture relationship between economic (and soci...

Which of the following will BEST capture the relationship between GDP (x-axis) and Life Satisfaction (y-axis) of countries? [Figure: see page 12 of source PDF]

The Guava club has won 40% of their football matches in the Apple Cup that they have played so far. If they play another n matches and win all of them, their winning percentage will improve to 50. Further, if they play 15 more matches and win all of them, their winning percentage…

Consider a(n+1) = 1/(1 + 1/a(n)) for n = 1, 2, ...., 2008, 2009 where a(1) = 1. Find the value of a1a2 + a2a3 + a3a4 + ⋯ + a2008a2009