∵(a+2)²≥0
|b+1|≥0
又:(a+2)²+|b+1|=0
∴a+2=0 a=-2
b+1=0 b=-1
5ab²-{2a²b-[3ab²-(4ab²-2a²b)]}
=5ab²-{2a²b-[3ab²-4ab²+2a²b]}
=5ab²-{2a²b+ab²-2a²b}
=5ab²-ab²
=4ab²
把a=-2 b=-1代入
原式=4×(-2)×(-1)²
=-8
∵(a+2)²≥0
|b+1|≥0
又:(a+2)²+|b+1|=0
∴a+2=0 a=-2
b+1=0 b=-1
5ab²-{2a²b-[3ab²-(4ab²-2a²b)]}
=5ab²-{2a²b-[3ab²-4ab²+2a²b]}
=5ab²-{2a²b+ab²-2a²b}
=5ab²-ab²
=4ab²
把a=-2 b=-1代入
原式=4×(-2)×(-1)²
=-8