First group the coefficients and variables.
\4m4(n7m) = 4n7(m4 · m)
Since base is common, apply the product of powers property: am · an = am + n.
\= 4n7 m4 + 1
\ = 4n7m5 (Add exponents: 4 + 1 = 5)
Product of Product of 4m4(n7m) is 4n7m5.