2(lg2)^2+(lg5)^2+3lg2lg5-lg2=
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2(lg2)^2+(lg5)^2+3lg2lg5-lg2=2(lg2)^2+(lg5)^2+3lg2lg5-lg2=2(lg2)^2+(lg5)^2+3lg2lg5-lg2=2(lg2)^2+(lg5
2(lg2)^2+(lg5)^2+3lg2lg5-lg2=
2(lg2)^2+(lg5)^2+3lg2lg5-lg2=
2(lg2)^2+(lg5)^2+3lg2lg5-lg2=
2(lg2)^2+(lg5)^2+3lg2lg5-lg2
=2(lg2)^2+2lg2lg5+(lg5)^2+lg2lg5-lg2
=2lg2(lg2+lg5)+lg5(lg5+lg2)-lg2
=2lg2+lg5-lg2
=lg2+lg5
=1
原式=[2(lg2)^2+2lg2lg5]+[(lg5)^2+lg2lg5]-lg2
=2lg2(lg2+lg5)+lg5(lg2+lg5)-lg2
=2lg2+lg5-lg2
=lg2+lg5
=1
(lg²2-lg2*lg5+lg²)+3lg2*lg5
(lg^2)2+lg2*lg5+lg5
lg²2+lg2×lg5+lg5
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