计算 幂的乘方与积的乘方(1)、-[(-1/3)(-3x^2y^2)^3]^2(2)、[-5^m*(-5)^n]^2(1)、-[(-1/3)(-3x^2y^2)^3]^2=-[(-1/3)-27x^6y^6]^2=-(1/9)729x^12y^12=-81x^12y^12(2)、[-5^m*(-5)^n]^2 =[-5^m*-5^n]^2=[5^2m*5^2n]=5^2m+2n

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计算幂的乘方与积的乘方(1)、-[(-1/3)(-3x^2y^2)^3]^2(2)、[-5^m*(-5)^n]^2(1)、-[(-1/3)(-3x^2y^2)^3]^2=-[(-1/3)-27x^6y

计算 幂的乘方与积的乘方(1)、-[(-1/3)(-3x^2y^2)^3]^2(2)、[-5^m*(-5)^n]^2(1)、-[(-1/3)(-3x^2y^2)^3]^2=-[(-1/3)-27x^6y^6]^2=-(1/9)729x^12y^12=-81x^12y^12(2)、[-5^m*(-5)^n]^2 =[-5^m*-5^n]^2=[5^2m*5^2n]=5^2m+2n
计算 幂的乘方与积的乘方
(1)、-[(-1/3)(-3x^2y^2)^3]^2
(2)、[-5^m*(-5)^n]^2
(1)、-[(-1/3)(-3x^2y^2)^3]^2
=-[(-1/3)-27x^6y^6]^2
=-(1/9)729x^12y^12
=-81x^12y^12
(2)、[-5^m*(-5)^n]^2
=[-5^m*-5^n]^2
=[5^2m*5^2n]
=5^2m+2n

计算 幂的乘方与积的乘方(1)、-[(-1/3)(-3x^2y^2)^3]^2(2)、[-5^m*(-5)^n]^2(1)、-[(-1/3)(-3x^2y^2)^3]^2=-[(-1/3)-27x^6y^6]^2=-(1/9)729x^12y^12=-81x^12y^12(2)、[-5^m*(-5)^n]^2 =[-5^m*-5^n]^2=[5^2m*5^2n]=5^2m+2n
<1>对的<2>原式=[5'(m+n)]"=5'(2m+2n),注意在最外层为偶次方,故可以不考虑内部的负号;若为奇次方必须注意符号运算.