follow the instructions below.\nwrite $(3p)^{2}$ without exponents.\n$(3p)^{2}=\\square$\nfill in the…

follow the instructions below.\nwrite $(3p)^{2}$ without exponents.\n$(3p)^{2}=\\square$\nfill in the blanks.\n$(3p)^{2}=\\square p^{\\square}$

follow the instructions below.\nwrite $(3p)^{2}$ without exponents.\n$(3p)^{2}=\\square$\nfill in the blanks.\n$(3p)^{2}=\\square p^{\\square}$

Answer

Explanation:

Step1: Expand ((3p)^2)

Using the rule ((ab)^n=a^n\times b^n), we have ((3p)^2 = 3^2\times p^2).

Step2: Calculate (3^2)

(3^2=3\times3 = 9).

Step3: Write the final form

So ((3p)^2=9\times p\times p).

Answer:

((3p)^2 = 9pp)