CAT Exam  >  CAT Questions  >  There are two circular fields of the same rad... Start Learning for Free
There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?
  • a)
  • b)
  • c)
  • d)
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
There are two circular fields of the same radius r units, each of whic...
The area formed by the three fields will be as shown. The shaded area is to be found out.
View all questions of this test
Most Upvoted Answer
There are two circular fields of the same radius r units, each of whic...
The area formed by the three fields will be as shown. The shaded area is to be found out.
Free Test
Community Answer
There are two circular fields of the same radius r units, each of whic...
A
Attention CAT Students!
To make sure you are not studying endlessly, EduRev has designed CAT study material, with Structured Courses, Videos, & Test Series. Plus get personalized analysis, doubt solving and improvement plans to achieve a great score in CAT.
Explore Courses for CAT exam

Similar CAT Doubts

Directions: Read the following information carefully and answer the question given below.A person has kept some sweets in 10 lockers for his 10 students, so that each of them chooses one. In each locker, there are some chocolates and some lollipops, where each lollipop costs Rs. 15 and each chocolate costs Rs. 25. Each locker is differently coloured i.e. yellow, blue, white, red, green, brown, pink, grey, orange and purple. Lockers are in two rows, one above another. The bottom row has lockers marked with numbers 1 to 5 (left to right) and the top row has lockers marked with numbers 6 to 10 (left to right). Locker number 1 is just below locker number 6 and in the same way, locker number 2 is just below locker number 7 and so on. Locker numbers 1 to 5 contain sweets worth Rs. 485 and locker numbers 6 to 10 contain sweets worth Rs. 570. There are neither less than 3 sweets nor more than 8 sweets in any locker. Locker number 9 is brown in colour. Locker number 5 has 4 lollipops and 4 chocolates. Locker of red colour is numbered 3 more than the locker of green colour and both are in the same row. Locker number 1 contains sweets worth Rs. 125. The red coloured locker has sweets worth Rs. 45 more than the green coloured locker. Only the purple coloured locker contains the maximum number of sweets. The pink coloured locker is just above the yellow coloured locker. Grey colour locker is numbered 3 more than the locker which is yellow in colour and both are in the same row. The locker number which is numbered 1 less than the orange coloured locker contains sweets worth Rs. 95. The blue coloured locker contains 2 lollipops. The white coloured locker contains 3 sweets. Sweets in the orange coloured locker are worth Rs. 5 less than the sweets in the pink coloured locker. The red and white coloured lockers contain the same number of lollipops. Sweets in the grey coloured locker are worth Rs. 10 less than the white coloured locker. Sweets in the pink and blue coloured lockers cost Rs. 190 altogether. The orange and brown coloured lockers contain equal number of chocolates. Locker number 2 has sweets worth Rs. 80.Q.How many chocolates are there in lockers 6 to 10 altogether?

Directions: Read the following information carefully and answer the question given below.A person has kept some sweets in 10 lockers for his 10 students, so that each of them chooses one. In each locker, there are some chocolates and some lollipops, where each lollipop costs Rs. 15 and each chocolate costs Rs. 25. Each locker is differently coloured i.e. yellow, blue, white, red, green, brown, pink, grey, orange and purple. Lockers are in two rows, one above another. The bottom row has lockers marked with numbers 1 to 5 (left to right) and the top row has lockers marked with numbers 6 to 10 (left to right). Locker number 1 is just below locker number 6 and in the same way, locker number 2 is just below locker number 7 and so on. Locker numbers 1 to 5 contain sweets worth Rs. 485 and locker numbers 6 to 10 contain sweets worth Rs. 570. There are neither less than 3 sweets nor more than 8 sweets in any locker. Locker number 9 is brown in colour. Locker number 5 has 4 lollipops and 4 chocolates. Locker of red colour is numbered 3 more than the locker of green colour and both are in the same row. Locker number 1 contains sweets worth Rs. 125. The red coloured locker has sweets worth Rs. 45 more than the green coloured locker. Only the purple coloured locker contains the maximum number of sweets. The pink coloured locker is just above the yellow coloured locker. Grey colour locker is numbered 3 more than the locker which is yellow in colour and both are in the same row. The locker number which is numbered 1 less than the orange coloured locker contains sweets worth Rs. 95. The blue coloured locker contains 2 lollipops. The white coloured locker contains 3 sweets. Sweets in the orange coloured locker are worth Rs. 5 less than the sweets in the pink coloured locker. The red and white coloured lockers contain the same number of lollipops. Sweets in the grey coloured locker are worth Rs. 10 less than the white coloured locker. Sweets in the pink and blue coloured lockers cost Rs. 190 altogether. The orange and brown coloured lockers contain equal number of chocolates. Locker number 2 has sweets worth Rs. 80.Q.Which of the following lockers is brown in colour?

Directions: Read the following information carefully and answer the question given below.A person has kept some sweets in 10 lockers for his 10 students, so that each of them chooses one. In each locker, there are some chocolates and some lollipops, where each lollipop costs Rs. 15 and each chocolate costs Rs. 25. Each locker is differently coloured i.e. yellow, blue, white, red, green, brown, pink, grey, orange and purple. Lockers are in two rows, one above another. The bottom row has lockers marked with numbers 1 to 5 (left to right) and the top row has lockers marked with numbers 6 to 10 (left to right). Locker number 1 is just below locker number 6 and in the same way, locker number 2 is just below locker number 7 and so on. Locker numbers 1 to 5 contain sweets worth Rs. 485 and locker numbers 6 to 10 contain sweets worth Rs. 570. There are neither less than 3 sweets nor more than 8 sweets in any locker. Locker number 9 is brown in colour. Locker number 5 has 4 lollipops and 4 chocolates. Locker of red colour is numbered 3 more than the locker of green colour and both are in the same row. Locker number 1 contains sweets worth Rs. 125. The red coloured locker has sweets worth Rs. 45 more than the green coloured locker. Only the purple coloured locker contains the maximum number of sweets. The pink coloured locker is just above the yellow coloured locker. Grey colour locker is numbered 3 more than the locker which is yellow in colour and both are in the same row. The locker number which is numbered 1 less than the orange coloured locker contains sweets worth Rs. 95. The blue coloured locker contains 2 lollipops. The white coloured locker contains 3 sweets. Sweets in the orange coloured locker are worth Rs. 5 less than the sweets in the pink coloured locker. The red and white coloured lockers contain the same number of lollipops. Sweets in the grey coloured locker are worth Rs. 10 less than the white coloured locker. Sweets in the pink and blue coloured lockers cost Rs. 190 altogether. The orange and brown coloured lockers contain equal number of chocolates. Locker number 2 has sweets worth Rs. 80.Q.How many sweets are there in locker number 7?

Directions: Read the following information carefully and answer the question given below.A person has kept some sweets in 10 lockers for his 10 students, so that each of them chooses one. In each locker, there are some chocolates and some lollipops, where each lollipop costs Rs. 15 and each chocolate costs Rs. 25. Each locker is differently coloured i.e. yellow, blue, white, red, green, brown, pink, grey, orange and purple. Lockers are in two rows, one above another. The bottom row has lockers marked with numbers 1 to 5 (left to right) and the top row has lockers marked with numbers 6 to 10 (left to right). Locker number 1 is just below locker number 6 and in the same way, locker number 2 is just below locker number 7 and so on. Locker numbers 1 to 5 contain sweets worth Rs. 485 and locker numbers 6 to 10 contain sweets worth Rs. 570. There are neither less than 3 sweets nor more than 8 sweets in any locker. Locker number 9 is brown in colour. Locker number 5 has 4 lollipops and 4 chocolates. Locker of red colour is numbered 3 more than the locker of green colour and both are in the same row. Locker number 1 contains sweets worth Rs. 125. The red coloured locker has sweets worth Rs. 45 more than the green coloured locker. Only the purple coloured locker contains the maximum number of sweets. The pink coloured locker is just above the yellow coloured locker. Grey colour locker is numbered 3 more than the locker which is yellow in colour and both are in the same row. The locker number which is numbered 1 less than the orange coloured locker contains sweets worth Rs. 95. The blue coloured locker contains 2 lollipops. The white coloured locker contains 3 sweets. Sweets in the orange coloured locker are worth Rs. 5 less than the sweets in the pink coloured locker. The red and white coloured lockers contain the same number of lollipops. Sweets in the grey coloured locker are worth Rs. 10 less than the white coloured locker. Sweets in the pink and blue coloured lockers cost Rs. 190 altogether. The orange and brown coloured lockers contain equal number of chocolates. Locker number 2 has sweets worth Rs. 80.Q.How many lockers contain more than 5 sweets?

There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer?
Question Description
There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer? for CAT 2024 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for CAT 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer?.
Solutions for There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer? in English & in Hindi are available as part of our courses for CAT. Download more important topics, notes, lectures and mock test series for CAT Exam by signing up for free.
Here you can find the meaning of There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer?, a detailed solution for There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer? has been provided alongside types of There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice There are two circular fields of the same radius r units, each of which passes through the centre of the other. Red coloured flowers are planted in the entire first field at certain regular intervals. In a similar pattern yellow coloured flowers are planted in the second field. A third circular field having radius r is carved out such that its border passes through the centres of each of the previous two fields. Violet flowers are grown in a similar mentioned pattern in this field. What is the area (in square units) of the portion in which flowers of all the three colors can be found?a)b)c)d)Correct answer is option 'D'. Can you explain this answer? tests, examples and also practice CAT tests.
Explore Courses for CAT exam

Top Courses for CAT

Explore Courses
Signup for Free!
Signup to see your scores go up within 7 days! Learn & Practice with 1000+ FREE Notes, Videos & Tests.
10M+ students study on EduRev