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A and B are natural numbers. Value of A is twice of B.B is 254689 more than 654123. Find the successor of A.

  • a)
    1817622           

  • b)
    1817623     

  • c)
    1817624             

  • d)
    1817625

Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
A and B are natural numbers. Value of A is twice of B.B is 254689 more...
B is 254689 more than 654123


=> B = 654123 + 254689


=> B = 908812


A is twice of B


=> A = 2B


=> A = 2 * 908812


=> A = 1817624


The successor of a whole number is the number obtained by adding 1 to it


successor of A​ =  1817624 + 1 =  1817625
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Community Answer
A and B are natural numbers. Value of A is twice of B.B is 254689 more...
To find the successor of A, we need to know the value of A. Let's solve the problem step by step.

Given:
A = 2B
B = 654123 + 254689

Finding the value of B:
B = 654123 + 254689
B = 908812

Substituting the value of B in the equation A = 2B:
A = 2 * 908812
A = 1817624

Therefore, the value of A is 1817624.

Finding the successor of A:
The successor of a number is the number that comes after it when counting in natural numbers.

To find the successor of A, we need to add 1 to the value of A:
Successor of A = A + 1
Successor of A = 1817624 + 1
Successor of A = 1817625

Therefore, the successor of A is 1817625.

Hence, the correct answer is option D) 1817625.
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A and B are natural numbers. Value of A is twice of B.B is 254689 more than 654123. Find the successor of A.a)1817622 b)1817623c)1817624d)1817625Correct answer is option 'D'. Can you explain this answer?
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