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Sum of three consecutive odd natural numbers is 231 . find the numbers?
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Sum of three consecutive odd natural numbers is 231 . find the numbers...
Solution:

Given:
Sum of three consecutive odd natural numbers = 231

Let's assume the three consecutive odd natural numbers are:
- x (first odd number)
- x + 2 (second odd number)
- x + 4 (third odd number)

Sum of the three numbers:
x + (x + 2) + (x + 4) = 231
3x + 6 = 231
3x = 225
x = 75

Therefore, the three consecutive odd natural numbers are:
75, 77, 79

Explanation:
- If we let x be the first odd number, then the next two consecutive odd numbers would be x + 2 and x + 4.
- By adding these three numbers, we get the sum of 231.
- Solving the equation 3x + 6 = 231, we find the value of x to be 75.
- Substituting x back into the numbers, we get the three consecutive odd numbers as 75, 77, and 79.
- Thus, the three consecutive odd natural numbers whose sum is 231 are 75, 77, and 79.
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Sum of three consecutive odd natural numbers is 231 . find the numbers?
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