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X and Y are two natural numbers. X is 5646 more than Y. If sum of X and Y is 545498, find the value of 3X + Y
  • a)
    1096642
  • b)
    1096640
  • c)
    1095642
  • d)
    1196642
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
X and Y are two natural numbers. X is 5646 more than Y. If sum of X an...
Answer is 1096642
3 x + y so 3 × 545498 = 1636494
x is 5646 more than y
So, 545498 - 5646 = 539852
Hence, 1636494 - 539852 = 1096642
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Community Answer
X and Y are two natural numbers. X is 5646 more than Y. If sum of X an...
Problem: X and Y are two natural numbers. X is 5646 more than Y. If the sum of X and Y is 545498, find the value of 3X+Y.

Solution:
Let's assume Y as 'a'. Then X can be written as 'a+5646', as X is 5646 more than Y.
Given, the sum of X and Y is 545498.
Therefore, we can write the equation as:
X + Y = 545498
Substituting the value of X as 'a+5646', we get
(a+5646)+a=545498
Simplifying the above equation, we get
2a+5646=545498
2a=540852
a=270426
Substituting the value of a in X = a+5646, we get
X = 270426+5646=275072

Now, we need to find the value of 3X+Y.
Substituting the values of X and Y, we get
3X+Y = 3(275072)+270426
3X+Y = 825216+270426
3X+Y = 1096642

Therefore, the value of 3X+Y is 1096642.

Hence, the correct answer is option A) 1096642.
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