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222-9+11+12:2*14+14 = ? ( )

Toán Lớp 7: Thu gọn đa thức `A=x^5y−2xy^5+x^5y^5−xy+2−5x^5y+5xy^5−3/2x^5y^5+3xy−2`

Toán Lớp 7: Thu gọn đa thức
 A=x^5y−2xy^5+x^5y^5−xy+2−5x^5y+5xy^5−3/2x^5y^5+3xy−2

Comments ( 2 )

  1. Giải đáp:
    =−4x^5y+3xy^5−1/2x^5y^5+2xy.
    Lời giải và giải thích chi tiết:
    Ta có:
    A=x^5y−2xy^5+x^5y^5−xy+2−5x^5y+5xy^5−3/2x^5y^5+3xy−2
    =(x^5y−5x^5y)+(−2xy^5+5xy^5)+(x^5y^5−3/2x^5y^5)+(−xy+3xy)+(2−2)
    =−4x^5y+3xy^5−1/2x^5y^5+2xy.

  2. $\text {·Thu gọn đa thức:}$
    A= x^5y-2xy^5+x^5y^5-xy+2-5x^5y+5xy^5-(3)/(2)x^5y^5+3xy-2
    A= (x^5y-5x^5y)+(-2xy^5+5xy^5)+(x^5y^5-3/2x^5y^5)+(-xy+3xy)+(2-2)
    A= -4x^5y+3xy^5-1/2x^5y^5+2xy
    $\text {@lamtung2007}$

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222-9+11+12:2*14+14 = ? ( )