计算:(3a 2b)²-2(3a 2b)(3a-2b) (3a-2b)²
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∵|a+b+5|+(a+2)2=0,∴a+b+5=0,a+2=0,解得:a=-2,b=-3,∴3a2b-[2a2b-(3ab-a2b)-4a2]-2ab=3a2b-[2a2b-3ab+a2b-4a2]
根据题意得|a-3|+(a+b)2=0即a-3=0,即a=3,a+b=0,即3+b=0,b=-3,∴-2a2b=-2×32×(-3)=54.故答案为:54.
∵(a+2)2+|a+b+5|=0,∴a+2=0a+b+5=0,解得a=−2b=−3,∵原式=3a2b-2a2b+2ab-a2b+4a2-ab=(3-2-1)a2b+ab+4a2=4a2+ab=a(4
(a-2)^2+(b+1)^2=0,由于平方数都是大于等于零,则有:a-2=0b+1=0a=2,b=-13a2b+ab2-3a2b+5ab+ab2-4ab=2ab2+ab=2*2*(-1)^2-2=2
证明:(3a3+2b3)-(3a2b+2ab2)=3a2(a-b)+2b2(b-a)=(a-b)(3a2-2b2)∵a≥0,b>0,∴a-b≥0,3a2-2b2>0∴(3a3+2b3)-(3a2b+2
A-B+C=(5a2+3)-2(3a2-2a2b)+(a2+6a2b-2)=5a2+3-6a2+4a2b+a2+6a2b-2=(5a2-6a2+a2)+(4a2b+6a2b)+(3-2)=10a2b+
(3a²b-2ab+ab²)-(2a²b-2ab²+7ab)=3a²b-2ab+ab²-2a²b+2ab²-7ab)=a
原式=3a2b-{2ab2+23[5a3+3a2b-2a3+6a2b]}.=3a2b-{2ab2+103a3+6a2b-43a3+4a2b}=3a2b-2ab2-103a3-6a2b+43a3-4a2
∵(a-b)2+|ab-2|=0,∴a-b=0,ab-2=0,即a-b=0,ab=2,则原式=3a2b-4ab2+4ab-2a2b-2ab+3ab2=a2b-ab2+2ab=ab(a-b)+2ab=4
a2b+ab2=ab(a+b)=2×3=6.故答案为:6.
原式=5abc-{2a2b-[3abc-4ab2+a2b]}=5abc-{2a2b-3abc+4ab2-a2b}=5abc-2a2b+3abc-4ab2+a2b=8abc-a2b-4ab2,∵a是最小
∵A=5a+3b,B=3a2-2a2b,C=a2+7a2b-2,∴A-2B+3C=(5a+3b)-2(3a2-2a2b)+3(a2+7a2b-2)=5a+3b-6a2+4a2b+3a2+21a2b-6
原式=5a²b-2a²b+3(abc-ac²)+5ac²-4abc=3a²b+3abc-3ac²+5ac²-4abc=3a&sup
∵(a+2)2+|b-3|=0.∴a+2=0,a=-2,b-3=0,b=3,原式=15a2b-5ab2+4ab2-12a2b=3a2b-ab2,当a=-2,b=3时,原式=3×(-2)2×3-(-2)
原式=6a2b+3a2b-5ab2-10a2b+6ab2=-a2b+ab2把a=-2,b=12代入上式得:原式=-(-2)2×12+(-2)×122=-2-12=-212.
(1)(3a-2)-3(a-5)=3a-2-3a+15=13;(2)(4a2b-5ab2)-(3a2b-4ab2)=4a2b-5ab2-3a2b+4ab2=a2b-ab2.
ab-(2ab-3a2b)=ab-2ab+3a2b=3a2b-ab.故选C.
原式=8abc-8ab2,∵|a-1|+|b-2|+c2=0,∴a=1,b=2,c=0,∴8abc-8ab2=-32.
(1)(4a³b-10b³)+(-3a²b²+10b³)=4a³b-10b³-3a²b²+10b³=