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45 votes
A sum of three consecutive odd numbers is 3339. Find the numbers

User Araz Babayev
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2 Answers

26 votes
26 votes

Answer:nose

Step-by-step explanation: u are dum

User Stephenr
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2.9k points
17 votes
17 votes

Answer: The numbers are 1111, 1113 and 1115

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Step-by-step explanation:

  • x = first odd number, aka smallest value
  • x+2 = second odd number, immediately after x
  • x+4 = third odd number, immediately after x+2, which is the largest value.

The gap between any consecutive or adjacent odd numbers is 2 units, which is why the +2 and +4 are involved.

Adding those three said consecutive odd numbers will yield 3339

first+second+third = 3339

(x) + (x+2) + (x+4) = 3339

3x+6 = 3339

3x = 3339-6

3x = 3333

x = 3333/3

x = 1111

The first number, and smallest number, is 1111

Use this to find the others.

x+2 = 1111+2 = 1113

x+4 = 1111+4 = 1115

The three numbers are: 1111, 1113, 1115

Note that 1111+1113+1115 = 3339 which verifies the answers.

User Giovanni Lovato
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