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Follow the instructions below.
Write 
a*a^(2) without exponents.

a*a^(2)=
Fill in the blank.

a*a^(2)=a^(◻)

11\newline22\newline33\newline44\newline55\newline66\newline77\newline88\newline99\newlineFollow the instructions below.\newlineWrite aa2 a \cdot a^{2} without exponents.\newlineaa2= a \cdot a^{2}= \newlineFill in the blank.\newlineaa2=a a \cdot a^{2}=a^{\square}

Full solution

Q. 11\newline22\newline33\newline44\newline55\newline66\newline77\newline88\newline99\newlineFollow the instructions below.\newlineWrite aa2 a \cdot a^{2} without exponents.\newlineaa2= a \cdot a^{2}= \newlineFill in the blank.\newlineaa2=a a \cdot a^{2}=a^{\square}
  1. Use Exponent Property: To simplify the expression aa2a*a^{2}, we need to use the property of exponents that states when multiplying like bases, we add the exponents. The base here is aa, and we have a1a2a^{1} * a^{2}.
  2. Add Exponents: Adding the exponents, we get a1+2a^{1+2} which simplifies to a3a^3.
  3. Final Simplification: Therefore, aa2=a3a*a^{2} = a^{3}. This is the simplified form of the expression without any exponents left to simplify.

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