We start with the expression (2m3)2(−5m)(2m^3)^2(-5m)(2m3)2(−5m). First, we simplify (2m3)2(2m^3)^2(2m3)2: (2m3)2=22⋅(m3)2=4m6 (2m^3)^2 = 2^2 \cdot (m^3)^2 = 4m^6 (2m3)2=22⋅(m3)2=4m6
Next, we multiply the result from Step 1 by −5m-5m−5m: 4m6⋅(−5m)=−20m6+1=−20m7 4m^6 \cdot (-5m) = -20m^{6+1} = -20m^7 4m6⋅(−5m)=−20m6+1=−20m7
Thus, the final expression simplifies to: −20m7 \boxed{-20m^7} −20m7
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