Ten Most Important Questions of Reasoning of box and circles problems with solutions are discussed in this post. . These types of problems are very helpful for cracking competitive exams like ssc cgl, ssc chsl and various Bank exams and many other similar exams .

** ****Problem #1**

# This circle is divided into eight parts and each part is composed of three numbers . In each part two numbers are in outer part of the circle and one number is in the inner part of the circle. If we **multiply both the numbers which are in the outer part of the circle and then add one to it **then this resultant number will in the inner part of the opposite circle.

**Therefore Correct option is (3)**

**Problem # 2**

**multiply both the numbers which are in the outer part of the circle and then add two to it**then this resultant number will in the inner part of the opposite circle.

**Therefore Correct option is (4)**

**Problem # 3**

**add these two simultaneous numbers then reverse the order of the result so obtained then this number will in the small circle opposite to both these numbers .**

**Therefore Correct option is (C)**

**Problem # 4**

**Therefore Correct option is (2)**

**Problem # 5**

**check the greater of the numbers which are in the outer part of the circle and**then this resultant number will in the inner part of the opposite circle.

**Therefore Correct option is (2)**

**Problem # 6**

**four**parts and if we divide sum of all the digits in its outer part with number of parts then result will be the middle number.

**five**parts and if we divide sum of all the digits in its outer part with number of parts then result will be the middle number.

**six**parts and if we divide sum of all the digits in its outer part with number of parts then result will be the middle number.

**Hence option (3) is correct answer**

**Problem # 7**

### In 1st triangle

### In 2nd triangle

### In 3rd triangle

**Therefore Correct option is (4)**

**Problem # 8**

**Therefore Correct option is (B)**

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**Problem # 9**

**Therefore Correct option is (1)**

**Problem # 10**

**multiply both the numbers which are in the outer part of the circle and then divide the resultant so obtained with 4**then this resultant number will in the inner part of the opposite circle.

**(Number in the inner part of the circle in 3rd quadrant )**

**= ? (Number in the inner part of the circle in 1st quadrant )**

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Ten Most Important Reasoning of box and circles problems with solutions were discussed in this post. . These types of problems are very helpful for cracking competitive exams like ssc cgl, ssc chsl and various Bank exams and many other similar exams . Feel free to share your opinion regarding this post in comment box.

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