Answer:
The correct simplification of the expression \(a^2 \cdot a^3\) is \(a^5\)
Step-by-step explanation:
Given the expression: \(a^2 \cdot a^3\)
We have to find the simplification of the given expression:
Use the exponent rules:
\(x^a \cdot x^b = x^{a+b}\)
Apply the exponent rules on the given expression:
\(a^2 \cdot a^3\)
⇒\(a^{2+3}\)
⇒\(a^5\)
Therefore, the correct simplification of the expression \(a^2 \cdot a^3\) is \(a^5\)
