Answer :
Sure, let's solve this step-by-step.
The problem given is [tex]\( 3,957 + 4,218 \)[/tex].
To identify what [tex]\( 3,957 \)[/tex] and [tex]\( 4,218 \)[/tex] are in this problem, let's break it down:
1. Understanding Addition:
- When you perform an addition operation, you are adding two or more numbers together to get a sum.
2. Key Terms in Addition:
- The numbers you are adding together are called addends.
- The result of the addition is called the sum.
3. Identifying Addends in Our Problem:
- In the expression [tex]\( 3,957 + 4,218 \)[/tex]:
- The number [tex]\( 3,957 \)[/tex] is an addend.
- The number [tex]\( 4,218 \)[/tex] is also an addend.
So, [tex]\( 3,957 \)[/tex] and [tex]\( 4,218 \)[/tex] are the addends in the problem [tex]\( 3,957 + 4,218 \)[/tex].
Remember, the term "addends" refers to the numbers being added together in an addition operation. Therefore, in this case, both [tex]\( 3,957 \)[/tex] and [tex]\( 4,218 \)[/tex] are the addends.
The problem given is [tex]\( 3,957 + 4,218 \)[/tex].
To identify what [tex]\( 3,957 \)[/tex] and [tex]\( 4,218 \)[/tex] are in this problem, let's break it down:
1. Understanding Addition:
- When you perform an addition operation, you are adding two or more numbers together to get a sum.
2. Key Terms in Addition:
- The numbers you are adding together are called addends.
- The result of the addition is called the sum.
3. Identifying Addends in Our Problem:
- In the expression [tex]\( 3,957 + 4,218 \)[/tex]:
- The number [tex]\( 3,957 \)[/tex] is an addend.
- The number [tex]\( 4,218 \)[/tex] is also an addend.
So, [tex]\( 3,957 \)[/tex] and [tex]\( 4,218 \)[/tex] are the addends in the problem [tex]\( 3,957 + 4,218 \)[/tex].
Remember, the term "addends" refers to the numbers being added together in an addition operation. Therefore, in this case, both [tex]\( 3,957 \)[/tex] and [tex]\( 4,218 \)[/tex] are the addends.
