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原式=(n-3m)(n+3m)-(m-2n)[(m-2n)-(2m-n)]
=(n-3m)(n+3m)+(m-2n)(m+n)
=(n²-9m²)+(m²-mn-2n²)
= -n²-mn-8m²
=(n-3m)(n+3m)+(m-2n)(m+n)
=(n²-9m²)+(m²-mn-2n²)
= -n²-mn-8m²
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(3m-n)(-3m-n)-(m-2n)^2-(m-2n)(2m-n)
= -(9m^2-n^2)-(m^2-4mn+4n^2)-(2m^2-4mn-mn+2n^2)
= - 9m^2+n^2-m^2+4mn-4n^2-2m^2+5mn-2n^2
= - 12m^2-5n^2+9mn
= -(9m^2-n^2)-(m^2-4mn+4n^2)-(2m^2-4mn-mn+2n^2)
= - 9m^2+n^2-m^2+4mn-4n^2-2m^2+5mn-2n^2
= - 12m^2-5n^2+9mn
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