已知(a+2)눀+︳a+b+5︳=0,求3a눀b-【2a눀b-(2ab-a눀b)-4a눀】-ab的值

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2024-12-16 17:54:30
推荐回答(4个)
回答1:

因(a+2)²+︳a+b+5︳=0
所以a+2=0,a+b+5=o
所以a=-2,b=-3
3a²b-【2a²b-(2ab-a²b)-4a²】-ab
=3a²b-【2a²b-2ab+a²b-4a²】-ab
=3a²b-2a²b+2ab-a²b+4a²-ab
=ab+4a²
=(-2)*(-3)+4(-2)²=6+16=22

回答2:

(a+2)²+︳a+b+5︳=0,
(a+2)²=0 a=-2
︳a+b+5︳=0, b=-3
3a²b-【2a²b-(2ab-a²b)-4a²】-ab
=3a²b-2a²b+2ab-a²b+4a²-ab
=ab+4a²
=(-2)×(-3)+4×(-2)²
=6+16
=22

回答3:

(a+2)²+︳a+b+5︳=0a+2)²+︳a+b+5︳=0
所以a+2=0,a+b+5=0
所以a=-2,b=-3
3a²b-【2a²b-(2ab-a²b)-4a²】-ab
=3a²b-【2a²b-2ab+a²b-4a²】-ab
=3a²b--2a²b+2ab-a²b+4a²-ab
=4a²+ab
把a=-2,b=-3带入得:
4a²+ab=22

回答4:

a=-2
b=-3
3a²b-【2a²b-(2ab-a²b)-4a²】-ab=3a²b-【2a²b-2ab+a²b-4a²】-ab=3a²b-【3a²b-2ab-4a²】-ab
=3a²b-3a²b+2ab+4a²-ab=ab+4a^2=6+16=22