Directions: Select the correct alternative from the given choice.
Each of the four sportsmen -Anand, Bharat, Chander and Dilip – takes part in each of the following games – Racing, Long Jump, High Jump and Swimming, getting different ranks. No two persons get the same rank in any game and no person gets the same rank in any two games. It is also known that Bharat who is 2nd in Racing, is 1st in High Jump, but not 3rd in Long Jump. The person, who is first in Swimming, is either 3rd or 4th in Racing, but is neither Chander nor Anand.
Directions: Read the rules listed below.
By how much percentage has the Total surface area has increased of a Cylinder?
Explanation: The rule is if two thing are getting added up and u don’t know their values , u would never be able to determine the percentage change in its total surface area. If two things are multiplied and then u can evaluate their percentage change even without knowing their values.
Directions: Read the rules listed below.
xyz is a three digit no. You reverse that number and subtract it from the original number. What is result of this operation?
Explanation: There is only one three digit no. that can get such a result .
954 - 459 = 495.
Directions: Each question is followed by two statements.
You have to decide whether the information provided the statements is sufficient for answering the question.
What is the area of the cyclic quadrilateral ABCD, where AB = 6 cm?
Explanation: From statement A,
Let O be the centre of the circle.
Given OE = OF ………..(1)
where E and F are the foot of the perpendiculars drawn from AD and AB respectively.
The given condition is possible only when ABCD is a square and AB = 6. So, the area of ABCD can be calculated.
• A alone is sufficient.
From statement B alone, since AB is parallel and equal to CD, ABCD is a rectangle. We do not have any information about the AD or BC.
So, B alone is not sufficient.
Directions: Read the rules listed below.
Is the prime number p equal to 37?
Explanation: Since 142 = 196 and 152 = 225, if follows from (B) that p > 14
In (A) the expression n2 + 1 can represent a prime number less than 37, equal to 37, or greater than 37, depending on the value of n. For example, if n = 4, the 42 + 1 = 17; if n = 6, then 62 + 1 = 37; if n = 10, then 102 + 1 = 101; and 17, 37, and 101 are all prime numbers. Thus, (A) alone is not sufficient
Both the statements together are not sufficient