Question

complete the statement. if $p^3 = 27$, then $p$ is the ? of 27. square root cube root perfect cube

Explanation:

To determine the correct term, we analyze the equation \( p^3 = 27 \). The square root is related to \( x^2 = y \), the cube root is related to \( x^3 = y \) (where \( x \) is the cube root of \( y \)), and a perfect cube is a number like \( 27 \) (since \( 3^3 = 27 \)). Here, \( p \) satisfies \( p^3 = 27 \), so \( p \) is the cube root of \( 27 \).

Answer:

cube root