Nishit K Sinha Solutions for Chapter: Arithmetic, Exercise 7: Practice Exercises
Nishit K Sinha Quantitative Aptitude Solutions for Exercise - Nishit K Sinha Solutions for Chapter: Arithmetic, Exercise 7: Practice Exercises
Attempt the free practice questions on Chapter 2: Arithmetic, Exercise 7: Practice Exercises with hints and solutions to strengthen your understanding. Quantitative Aptitude for the CAT solutions are prepared by Experienced Embibe Experts.
Questions from Nishit K Sinha Solutions for Chapter: Arithmetic, Exercise 7: Practice Exercises with Hints & Solutions
Points A and B are apart. Cars and travel from A to B, but car starts from A when car is already away from A. Each car travels at a speed of for the first , at for the next , and at for the last . The distance, in km, between car and B when car reaches B is _____.

Shruti and Krishna left Delhi for Noida at the same time. While Shruti was driving her car, Krishna, an environmentalist by profession, was traveling on his bicycle. Having reached Noida, Shruti turned back and met Krishna an hour after they started. Krishna continued his journey to Noida after the meeting, while Shruti turned back and also headed for Noida. Having reached Noida, Shruti again turned back and met Krishna minutes after their first meeting. The time taken by Krishna to cover the distance between Delhi and Noida is:

A train approaches a tunnel AB. Inside the tunnel is a cat located at a point that is of the distance AB measured from entrance A. When the train whistles, the cat runs. If the cat moves to the entrance of tunnel A, the train catches the cat exactly at the entrance. If the cat moves to exit B, the train catches the cat at exactly the exit. The speed of the train is greater than the speed of the cat by what order?

If the ratio of speed of two trains and ratio of their lengths are given, we can find out the time taken by them to cross each other while passing in the same direction.
State whether true or false.

Sum of lengths of two trains are given. Speed of the longer train is less than the speed of the smaller train and both the speeds are given. We can find out the time taken by these trains to cross each other while passing in the opposite direction.
State whether true or false.

Two runners are running in opposite direction on a circular track starting from the same point in the same direction same time. Length of track is given. We can find out the distinct meeting points of the runners if the ratio of their speeds are given.
State whether true or false.

Two runners A and B are running on a linear track. The length of the linear track is given. B gives a start of to A and both of them finish the race in a dead heat. With the information given, we can find out the ratio of the speed of A and B.
State whether true or false.

There are five runners running on a circular track starting from the same point in the same direction same time. If we know the speeds of each of the runners and the distances between each of the possible distinct meeting points between any two of them is given, we can find out the length of track.
State whether true or false.
