1) $$ 3^{6} imes 3^{4} $$ 2) $$ x^{5} imes x^{2} $$ 3) $$ y^{7} imes y imes y^{2} $$

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1) $$ 3^{6} 	imes 3^{4} $$ 2) $$ x^{5} 	imes x^{2} $$ 3) $$ y^{7} 	imes y 	imes y^{2} $$

UpStudy AI · Accepted Answer

**1) $$ 3^{6} 	imes 3^{4} $$**

- Use the property of exponents: $$ a^m 	imes a^n = a^{m+n} $$.
- Thus, $$ 3^{6} 	imes 3^{4} = 3^{6+4} = 3^{10} $$.

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**2) $$ x^{5} 	imes x^{2} $$**

- Using the same property: $$ x^m 	imes x^n = x^{m+n} $$.
- So, $$ x^{5} 	imes x^{2} = x^{5+2} = x^{7} $$.

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**3) $$ y^{7} 	imes y 	imes y^{2} $$**

- First, note that $$ y $$ can be written as $$ y^{1} $$.
- Now, combine the exponents: $$ y^{7} 	imes y^{1} 	imes y^{2} = y^{7+1+2} = y^{10} $$.
1. $$ 3^{10} $$ 2. $$ x^{7} $$ 3. $$ y^{10} $$

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