Bài 1 : Rút gọn biểu thức sau a ) xy ( x^5 – y ³ ) – x ² y ( x^4 – y ³) b ) x ³ y^4 ( x ² – y ³ ) – x ² y ³ ( x^4 – y^4) c ) 90 . 10^n – 10^n+ ² + 10

Bài 1 : Rút gọn biểu thức sau
a ) xy ( x^5 – y ³ ) – x ² y ( x^4 – y ³)
b ) x ³ y^4 ( x ² – y ³ ) – x ² y ³ ( x^4 – y^4)
c ) 90 . 10^n – 10^n+ ² + 10^n+1
d ) y ( x^n-1 + y^n-1 ) – x^n-1 ( x + y )

0 bình luận về “Bài 1 : Rút gọn biểu thức sau a ) xy ( x^5 – y ³ ) – x ² y ( x^4 – y ³) b ) x ³ y^4 ( x ² – y ³ ) – x ² y ³ ( x^4 – y^4) c ) 90 . 10^n – 10^n+ ² + 10”

  1. $a)$

        $xy ( x^5 – y ³ ) – x ² y ( x^4 – y ³)$

    $=x^6y-xy^4-x^6y+x^2y^4$

    $=-xy^4+x^2y^4$

    $b)$

         $x ³y^4(x²-y ³)-x ²y³(x^4-y^4)$

    $=x^5y^4-x^3y^7-x^6y^3+x^2y^7$

    $c)$

        $90.10^n-10^{n+2}+10^n+1$

    $=900^n-10^{n+2}+10^n+1$

    $d)$

        $y ( x^{n-1}+ y^{n-1} ) – x^{n-1} ( x + y )$

    $=yx^{n-1}+y^n-x^n-x^{n-1}y$

    $=y^n-x^n$

    xin hay nhất ạ

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  2. `#DyHungg`

    `a) xy(x^5-y^3)-x^2y(x^4-y^3)`

    `=x^6y-xy^4-x^6y+x^2y^4`

    `=-xy^4+x^2y^4`

     ……..

    `x^3y^4(x^2-y^3)-x^2y^3(x^4-y^4)`

    `=x^5y^4-x^3y^7-x^6y^3+x^2y^7`

    ……………….

    `90.10^n-10^(n+2)+10^(n+1)`

    `=900^n-10^(n+2)+10^(n+1)`

    ……………..

    `y(x^(n-1)+y^(n-1))-x^(n-1)(x+y)`

    `=x^(n-1)y+y^(n-1+1)-x^(n-1+1)-x^(n-1)y`

    `=y^n-x^n`

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