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2y +y^2-xy -(xy_y+3y^2)
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Whats the xy_y is that correct?
xy-y
\[2y+y^2-xy-(xy-y+3y^2)\]ok so the issue here is removing the brackets which means the signs change
2y+y^2 -xy-xy +y-3y^2
yes now collect terms as in -xy-xy = -2xy
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2+1*y-y^2-xy-xy
\[-2y ^{2} + 3y - 2xy\]
The answer is \[-2y^2+3y-2xy\]
as NyteLyte has it
im sill working on it!!
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\[2y+y^2-xy-xy+y-3y2\]collecting terms\[(2y+y)(+y^2-3y^2)-(xy-xy)\]so\[(3y)(-2y^2)(-2xy)\]finally rearrange so the largest coefficient is first and that gives the answer above
thanks Kevsturge and Nyte Lyte
okey.. gudluck..
Harkirat.. false? please to correct :)
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