1 Answer

Threejeez · Answer 1 · 2023-01-27T04:14:41+0000

Step-by-step explanation

Given

$P^3\cdot P^4$

This can be written without exponents as follows

$\begin{gathered} P^3\cdot P^4=(P* P* P)\cdot(P* P* P* P) \\ P^3\cdot P^4=P* P* P* P* P* P* P \end{gathered}$

The last part of the question is in exponent form, that is,

From the rule of indices,

$\begin{gathered} P^3\cdot P^4=P^(3+4) \\ P^3\cdot P^4=P^7 \end{gathered}$

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