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Step-by-step explanation:
Given in 1 4 7 and 1 8 9 one digit is right but in the wrong place and one digit is right and in the right place. So from the above options 1 is at the same place, so 1 is removed.
- Also from the digits 9 6 4, two digits are correct but both are in wrong place.
- Also in 5 2 3 all digits are wrong and so we need to remove or take out 5 2 and 3.
- Now in 2 8 6 one digit is right but in wrong place.
- So we have the numbers 1 8 9
- 9 6 4
- 2 8 6
- Now from numbers 9 6 4 , we get 9 is the correct number and is placed in the right position.
- Also from the numbers 1 4 7 and 9 6 4 we get 4 is in different position therefore 4 is wrong.
- Now from 1 4 7 the number 7 is the correct digit and placed at wrong position.
- Again if we take the same digits we get 8 to be in the same position and is wrong in another and so 8 is taken out.
- Now from numbers 2 8 6, the digit 6 is correct and also it cannot be in third place since there is 9. Also from numbers 9 6 4, the digit 6 cannot be at second position.
- Therefore 6 will be in first place and 7 in second place.
- Therefore the code will be 6 7 9
Reference link will be
https://brainly.in/question/16418439
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