Mathematics
Senior High
大問15の問題全て教えて下さい🙇♀️
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E
={y+(x+1)}{y+(3x-2)}
=(x+y+1)(3x+y-2)
別解2 2 次の3つの項を先に因数分解する方法。
(x)= (3x² + 4xy+y²)+(x-y)-2
=(x+y)(3x+y)+(x-y)-2
={(x+y)+1}{(3x+y)-2}
= (x+y+1)(3x+y-2)
=
RACTICE 159
次の式を因数分解せよ。
(1) x²+3xy+2y²+2x+3y+1
(3)
2x²-3xy+y²+7x-5y+6
(x+1)(3x-2)
11の組み合わせなのでら
x+y=
x
3x+y
(x+y)(3x+y)
1-
-2-
-2
3x
-2x
(2) 2x²+5xy+2y²-3y-2
(4) 2x²-3xy-2y²-5x+5y+3
X
((1) 石巻専
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