3a^2+a^2_(2a^2_2a)+(3a_a^2)=( ) (5a+3a^2+a^2_(2a^2_2a)+(3a_a^2)=( )(5a+4c+7b)+(5c_3b_6a)=( )(8xy_x^2+y^2)_(x^2_y^2+8xy)=( )(2x^2_0.5+3x)_4(x_x^2+0.5)=( )3x^2一[7x_(4x_3)_2x^2]=( )
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![3a^2+a^2_(2a^2_2a)+(3a_a^2)=( ) (5a+3a^2+a^2_(2a^2_2a)+(3a_a^2)=( )(5a+4c+7b)+(5c_3b_6a)=( )(8xy_x^2+y^2)_(x^2_y^2+8xy)=( )(2x^2_0.5+3x)_4(x_x^2+0.5)=( )3x^2一[7x_(4x_3)_2x^2]=( )](/uploads/image/z/8662939-43-9.jpg?t=3a%5E2%2Ba%5E2_%282a%5E2_2a%29%2B%283a_a%5E2%29%3D%28+%29+%285a%2B3a%5E2%2Ba%5E2_%282a%5E2_2a%29%2B%283a_a%5E2%29%3D%28+%29%285a%2B4c%2B7b%29%2B%285c_3b_6a%29%3D%28+%29%288xy_x%5E2%2By%5E2%29_%28x%5E2_y%5E2%2B8xy%29%3D%28+%29%282x%5E2_0.5%2B3x%29_4%28x_x%5E2%2B0.5%29%3D%28+%293x%5E2%E4%B8%80%5B7x_%284x_3%29_2x%5E2%5D%3D%28+%29)
3a^2+a^2_(2a^2_2a)+(3a_a^2)=( ) (5a+3a^2+a^2_(2a^2_2a)+(3a_a^2)=( )(5a+4c+7b)+(5c_3b_6a)=( )(8xy_x^2+y^2)_(x^2_y^2+8xy)=( )(2x^2_0.5+3x)_4(x_x^2+0.5)=( )3x^2一[7x_(4x_3)_2x^2]=( )
3a^2+a^2_(2a^2_2a)+(3a_a^2)=( ) (5a+
3a^2+a^2_(2a^2_2a)+(3a_a^2)=( )
(5a+4c+7b)+(5c_3b_6a)=( )
(8xy_x^2+y^2)_(x^2_y^2+8xy)=( )
(2x^2_0.5+3x)_4(x_x^2+0.5)=( )
3x^2一[7x_(4x_3)_2x^2]=( )
3a^2+a^2_(2a^2_2a)+(3a_a^2)=( ) (5a+3a^2+a^2_(2a^2_2a)+(3a_a^2)=( )(5a+4c+7b)+(5c_3b_6a)=( )(8xy_x^2+y^2)_(x^2_y^2+8xy)=( )(2x^2_0.5+3x)_4(x_x^2+0.5)=( )3x^2一[7x_(4x_3)_2x^2]=( )
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