Yuri and Trina sold boxes of cookies. Yuri sold 14 boxes, while Trina sold n

𝑛
boxes. Together, they sold a total of 37 boxes. Which equation represents the number of boxes Trina sold? How many boxes did she sell?(1 point)
Responses

n − 37 = 14
𝑛



37

=

14
; Trina sold 51 boxes.
n minus 37 equals 14 ; Trina sold 51 boxes.

n − 14 = 37
𝑛



14

=

37
; Trina sold 51 boxes.
n minus 14 equals 37 ; Trina sold 51 boxes.

n + 37 = 14
𝑛

+

37

=

14
; Trina sold 23 boxes.
n plus 37 equals 14 ; Trina sold 23 boxes.

n + 14 = 37
𝑛

+

14

=

37
; Trina sold 23 boxes....//////

1 answer

To determine the equation that represents the number of boxes Trina sold, we start by examining the information given:

  • Yuri sold 14 boxes.
  • Together, they sold a total of 37 boxes.
  • Let \( n \) represent the number of boxes that Trina sold.

The equation that represents this scenario can be formulated as:

\[ 14 + n = 37 \]

To isolate \( n \), we can subtract 14 from both sides of the equation:

\[ n = 37 - 14 \]

Calculating this gives:

\[ n = 23 \]

Therefore, Trina sold 23 boxes. The correct equation from the options provided is:

\[ n + 14 = 37 \] and the answer is that Trina sold 23 boxes.