New Pattern Box Based Machine Input Output Questions
Reasoning Machine Input Output Question For SBI PO  SBI Clerk. New Pattern Machine Input Output. Box Based Machine Input Output Questions. Welcome to the www.letsstudytogether.co online learning section. If you are preparing for SBI PO/Clerk 2018 and other competitive exams, you will come across a section on the Reasoning Ability. Here we are providing you “New Pattern Machine Input Output” based on the pattern for your daily practice.
This “New Pattern Machine Input Output for SBI PO Mains″ is also important for other banking exams such as IBPS PO, IBPS Clerk, SBI Clerk, IBPS SO, SBI SO and other competitive exams.
Box Based Machine Input Output Questions  Set 14
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Question 1 of 10
1. Question
Direction – Study the given information carefully and answer the given questions.
An inputoutput is given in different steps. Some mathematical operations are done in each step. No mathematical operation is repeated in next step but it can be repeated with some other mathematical operation (as multiplication can be used with subtraction in step 1 and same can be used with addition in step 2)
As per the rules following in the steps given above, find out in each of the following questions the appropriate step for the given input.
Find the addition of the two numbers obtained in step 2?
Correct
D. 90
Incorrect
D. 90

Question 2 of 10
2. Question
Find the difference between sum of numbers which obtained in 1st step and sum of numbers obtained in all other steps?
Correct
E. 55.5
Incorrect
E. 55.5

Question 3 of 10
3. Question
Find the multiplication of the 1st digit obtained in block1 of step I and the 2nd digit obtained in block3 of step I?
Correct
C. 18
Incorrect
C. 18

Question 4 of 10
4. Question
If we multiply both the digits of 2nd block of step1 and then divide it by 1st digit of 2nd block of step2, then the resultant will be?
Correct
C. 10
Incorrect
C. 10

Question 5 of 10
5. Question
If we divide the number obtained in 2nd block in step 2 by the number obtained in 3rd block in step 1, then the resultant will be?
Correct
C. 2
Incorrect
C. 2

Question 6 of 10
6. Question
Directions: Study the given information carefully and answer the given questions. An inputoutput is given in different steps. Some logical operations are done in each step. No logical operation is repeated in next step.
As per the rules following in the steps given above, find out in each of the following questions the appropriate step for the given input.
Which alphabets are in first table in third step of the given input?
Correct
A. HK
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.
Incorrect
A. HK
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.

Question 7 of 10
7. Question
What are the numbers in the first and second part of the final table respectively of the given input?
Correct
C. 1, 2
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.
Incorrect
C. 1, 2
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.

Question 8 of 10
8. Question
What are the numbers in first and second parts of the third table respectively of the first step?
Correct
D. 4, 7
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.
Incorrect
D. 4, 7
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.

Question 9 of 10
9. Question
If we divide the number obtained in 2nd block in step 1 by 5, and then the resultant will be?
Correct
B. 5
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.
Incorrect
B. 5
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.

Question 10 of 10
10. Question
If we multiply both the digits of 1st block of step1 and then divide it by 1st digit of 2nd block of step2, then the resultant will be?
Correct
D. 9
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.
Incorrect
D. 9
Step I: Write the number obtained by the difference of numbers representing the alphabets in English Alphabetical order in firstpart of the first table and second part of the fourth table and similarly, second part of the first table and first part of the fourth table. Repeat the same step for second table and fifth table, and also for third table and sixth table.
Step II: Write the number in the first part of the table, which is obtained by adding one to the first part of the table and subtracting one from the second part of the table. Repeat the same step for the second and the third table.
Step III: Write the alphabet in the first part of the table, which is obtained by adding the first number of the first table and second number of the second table. Again, write the alphabet in the second part of the table, which is obtained by adding the second number of the first table and first number of the second table. Repeat the same process for the second table.
Step IV: Subtract the values representing the positions of alphabets of first part of the first table and first part of the second table and second part of the first table and the second part of the second table in English Alphabetical order and write the number in the respective parts of the table, at the resultant position in the first box.
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