Identify the greatest common factor of $$ 8 b $$ and $$ 14 a b c $$.

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UpStudy AI · Accepted Answer

1. Write each term as a product of its factors:
   - $$8b = 2^3 \cdot b$$
   - $$14abc = 2 \cdot 7 \cdot a \cdot b \cdot c$$

2. Identify the common factors:
   - The integer part common to both is $$2$$ since $$2$$ is the smallest power of $$2$$ common to both.
   - The variable $$b$$ is present in both terms.

3. Multiply the common factors:
   - The greatest common factor (GCF) is $$2b$$.

Thus, the greatest common factor of $$8b$$ and $$14abc$$ is $$2b$$.
The greatest common factor of $$8b$$ and $$14abc$$ is $$2b$$.

Identify the greatest common factor of and .

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