Answer :
Sure! Let's break down the problem step by step to find the equation that represents the situation:
1. Identify What's Given:
- Ross sells [tex]\( b \)[/tex] boxes of cookies.
- Gabby sells 35 boxes of cookies.
- Together, they sold a total of 69 boxes of cookies.
2. Forming the Equation:
- The total number of boxes sold by both Ross and Gabby is 69, so we can use this information to form an equation.
- Ross sold [tex]\( b \)[/tex] boxes and Gabby sold 35 boxes. If we add the number of boxes they both sold, it should equal the total number of boxes sold.
3. Writing the Equation:
- Combine Ross's boxes and Gabby's boxes: [tex]\( b + 35 \)[/tex].
- Set this equal to the total number of boxes sold: [tex]\( b + 35 = 69 \)[/tex].
4. Select the Correct Option:
- Based on the options provided, the equation [tex]\( b + 35 = 69 \)[/tex] matches option (B).
So, the correct equation that represents this situation is [tex]\( b + 35 = 69 \)[/tex].
1. Identify What's Given:
- Ross sells [tex]\( b \)[/tex] boxes of cookies.
- Gabby sells 35 boxes of cookies.
- Together, they sold a total of 69 boxes of cookies.
2. Forming the Equation:
- The total number of boxes sold by both Ross and Gabby is 69, so we can use this information to form an equation.
- Ross sold [tex]\( b \)[/tex] boxes and Gabby sold 35 boxes. If we add the number of boxes they both sold, it should equal the total number of boxes sold.
3. Writing the Equation:
- Combine Ross's boxes and Gabby's boxes: [tex]\( b + 35 \)[/tex].
- Set this equal to the total number of boxes sold: [tex]\( b + 35 = 69 \)[/tex].
4. Select the Correct Option:
- Based on the options provided, the equation [tex]\( b + 35 = 69 \)[/tex] matches option (B).
So, the correct equation that represents this situation is [tex]\( b + 35 = 69 \)[/tex].
