Simplify the given expression below. Leave the answer in exponential notation. $$ (-3)^{4} \cdot(-3)^{6} $$

Question

UpStudy AI · Accepted Answer

To simplify the expression $$ (-3)^{4} \cdot (-3)^{6} $$, you can use the property of exponents that states $$ a^m \cdot a^n = a^{m+n} $$.

Here, both terms have the same base $$-3$$:

$$
(-3)^{4} \cdot (-3)^{6} = (-3)^{4+6} = (-3)^{10}
$$

So, the simplified expression in exponential notation is:

$$
(-3)^{10}
$$

**Answer:** $$(-3)^{10}$$
$$(-3)^{10}$$

Simplify the given expression below. Leave the answer in exponential notation. \( (-3)^{4} \cdot(-3)^{6} \)