(2a^3b^4)^2+(-3a^3b^4)^3+(-a^3b^4)^3=

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(2a^3b^4)^2+(-3a^3b^4)^3+(-a^3b^4)^3=
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(2a^3b^4)^2+(-3a^3b^4)^3+(-a^3b^4)^3=
(2a^3b^4)^2+(-3a^3b^4)^3+(-a^3b^4)^3=

(2a^3b^4)^2+(-3a^3b^4)^3+(-a^3b^4)^3=
4a^6b^8-28a^9b^12

(2a^3b^4)^2+(-3a^3b^4)^3+(-a^3b^4)^3
=2^2×(a^3b^4)^2+(-3)^3×(a^3b^4)^3-(a^3b^4)^3
=8(a^3b^4)^2-27(a^3b^4)^3-(a^3b^4)^3
=8(a^3b^4)^2-28(a^3b^4)^3
=4(a^6b^8)(2-7a^3b^4)

原式=4a^6b^8-27a^9b^12-a^9b^12=4a^6b^8-28a^9b^12