Question
b-4(b^7) simplify this exponential expression
Answers
GPT-4o mini
To simplify the expression \( b - 4(b^7) \), we can factor out the common term. Here’s how you can do it step by step:
1. Rewrite the expression:
\[
b - 4b^7
\]
2. Notice that \( b \) can be factored out. The lowest power of \( b \) in this expression is \( b^1 \):
\[
b(1 - 4b^6)
\]
So, the simplified form of the expression \( b - 4(b^7) \) is:
\[
b(1 - 4b^6)
\]
1. Rewrite the expression:
\[
b - 4b^7
\]
2. Notice that \( b \) can be factored out. The lowest power of \( b \) in this expression is \( b^1 \):
\[
b(1 - 4b^6)
\]
So, the simplified form of the expression \( b - 4(b^7) \) is:
\[
b(1 - 4b^6)
\]