Audrey Hall

2023-04-01

Which expression has both 8 and n as factors???

8len2dstjvj

Beginner2023-04-02Added 3 answers

The expression that has both 8 and $n$ as factors is given by $E=8n$.

In this expression, the number 8 and the variable $n$ are multiplied together. This means that any value of $n$ multiplied by 8 will satisfy the expression.

For example, if we let $n=3$, then $E=8\xb73=24$, which shows that both 8 and 3 are factors of 24.

Similarly, if we let $n=-2$, then $E=8\xb7(-2)=-16$, which again demonstrates that both 8 and -2 are factors of -16.

Thus, the expression $E=8n$ represents the relationship where both 8 and $n$ are factors.

In this expression, the number 8 and the variable $n$ are multiplied together. This means that any value of $n$ multiplied by 8 will satisfy the expression.

For example, if we let $n=3$, then $E=8\xb73=24$, which shows that both 8 and 3 are factors of 24.

Similarly, if we let $n=-2$, then $E=8\xb7(-2)=-16$, which again demonstrates that both 8 and -2 are factors of -16.

Thus, the expression $E=8n$ represents the relationship where both 8 and $n$ are factors.

nick1337

Expert2023-06-13Added 777 answers

Don Sumner

Skilled2023-06-13Added 184 answers

Vasquez

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