Question

11 Which of the following could represent the sum of three consecutive odd integers, given that d is one of three. (A) $3d - 9$ (B) $3d + 4$ (C) $3d + 3$ (D) $3d - 6$ (E) $3d - 3$

Name: 11 which of the following could represent the sum of three consecutive odd integers given that d is one of three a 3d 9 b 3d 4 c 3d 3 d 3d 6 e 3d 3 31296
Uploaded: 2022-05-26T02:15:26-08:00
Duration: 1 min 39 s
Channel: Ankit Singh
Description: 11 which of the following could represent the sum of three consecutive odd integers given that d is one of three a 3d 9 b 3d 4 c 3d 3 d 3d 6 e 3d 3 31296

          11 Which of the following could represent the sum of three consecutive odd integers, given that d is one of
three.
(A) $3d - 9$
(B) $3d + 4$
(C) $3d + 3$
(D) $3d - 6$
(E) $3d - 3$

11 which of the following could represent the sum of three consecutive odd integers given that d is one of three a 3d 9 b 3d 4 c 3d 3 d 3d 6 e 3d 3 31296

Added by Brenda W.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Ankit Singh

05/26/2022

Step 1

Step 2: The sum of these three consecutive odd integers is $(x-2) + x + (x+2) = 3x$. Step 3: We are given that $d$ is one of the three integers. So, $d$ can be $x-2$, $x$, or $x+2$. Case 1: $d = x-2$ If $d = x-2$, then $x = d+2$. The sum is $3x = 3(d+2) = Show more…

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11 Which of the following could represent the sum of three consecutive odd integers, given that d is one of three. (A) $3d - 9$ (B) $3d + 4$ (C) $3d + 3$ (D) $3d - 6$ (E) $3d - 3$