Simplify:

(4p)³ × (2p)² × p⁴

(4p)³ × (2p)² × p⁴ = 4³× p³× 2²× p²× p⁴

⇒ (4p)³ × (2p)² × p⁴ = 4×4× 4× p³× 2×2× p²× p⁴

⇒ (4p)³ × (2p)² × p⁴ = 256 p^{3 + 2 + 4}

(Product Rule: a^m × aⁿ = a^{m + n} , where ‘a’ is a real no. and m, n are positive integers.)

⇒ (4p)³ × (2p)² × p⁴ = 256 p⁹