Questions: Write p^3 * p without exponents. p^3 * p=

Write p^3 * p without exponents.

p^3 * p=
Transcript text: Write $p^{3} \cdot p$ without exponents. \[ p^{3} \cdot p= \]
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Solution

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Solution Steps

To write \( p^3 \cdot p \) without exponents, we need to expand the expression by multiplying the base \( p \) the number of times indicated by the exponents. The expression \( p^3 \) means \( p \times p \times p \), and multiplying by another \( p \) gives us four \( p \)'s multiplied together.

Step 1: Expand the Expression

To write \( p^3 \cdot p \) without exponents, we expand the expression by multiplying the base \( p \) the number of times indicated by the exponents. The expression \( p^3 \) means \( p \times p \times p \).

Step 2: Multiply the Terms

Multiply the expanded form of \( p^3 \) by another \( p \): \[ p^3 \cdot p = p \times p \times p \times p \]

Final Answer

The expression \( p^3 \cdot p \) without exponents is: \[ \boxed{p \times p \times p \times p} \]

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