Find Three Consecutive Odd Numbers Whose Sum Is 165

By servyoutube On Sep 9, 2024 Last updated

Find Three Consecutive Odd Numbers Whose Sum Is 165 Youtube The sum of three consecutive odd numbers is 165. concept: an odd number is a number that gives the remainder of 1 when divided by 2. calculation: let the numbers be x, x 2 and x 4. according to question x (x 2) (x 4) = 165. ⇒ 3x 6 = 165. ⇒ 3x = 159. ⇒ x = 53 . smallest number = x = 53. largest number = x 4 = 57. ∴ t he. To solve: find the three consecutive odd numbers whose sum is 165. given: 165 = sum of 3 consecutive odd numbers. solⁿ: the odd are placed leaving 1 even number bw them. like 3, 4, 5 then numbers will be: x, x 2, x 4. sum is 165.

The Sum Of Three Consecutive Odd Numbers Youtube 3x 6 = 165. 3x = 159. x = 53. 53, 55 and 57. upvote • 0 downvote. add comment. report. still looking for help? get the right answer, fast. The sum of three consecutive odd numbers is 165.what is the sum of the largest number and twice the smallest number? logically, the middle integer is: from this, you should be able to find the others and answer the question or algebraically, let the smallest integer be s then middle is: s 2, and largest = s 4. Three consecutive odd integers: n, n 2, and n 4 n (n 2) (n 4) = 165 3n 6 = 165 3n 6 6 = 165 6 3n = 159 3n 3 = 159 3 n = 53 so the first number is n, or 53. the second number is n 2, or 55. the third number is n 4, or 57. hope this helps!. The sum of three consecutive odd integers is 165. what are the three integers?, or is the middle integer smallest integer: middle integer: largest integer: algebra can also be used to figure this out.

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Find three consecutive odd numbers whose sum is 165

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