Uprość wyrażenia:
a.(5y+1)(1-5y)-(1-5y)2(do kwadratu)=
b.
c.
a)
(5y+1)(1-5y)-(1-5y)²=5y-25y²+1-5y-(1-10y+25y²)=-25y²+1-1+10y-25y²=-50y²+10y
b)
(x²-3)²+(3+x²)²-(x²-1)²=x⁴-6x²+9+9+6x²+x⁴-(x⁴-2x²+1)=2x⁴+18-x⁴+2x²-1=
=x⁴+2x²+17
c)
(x²-2)(x²+2)-(4-x²)(x²+4)=x⁴-4-(16-x⁴)=x⁴-4-16+x⁴=2x⁴-20
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a)
(5y+1)(1-5y)-(1-5y)²=5y-25y²+1-5y-(1-10y+25y²)=-25y²+1-1+10y-25y²=-50y²+10y
b)
(x²-3)²+(3+x²)²-(x²-1)²=x⁴-6x²+9+9+6x²+x⁴-(x⁴-2x²+1)=2x⁴+18-x⁴+2x²-1=
=x⁴+2x²+17
c)
(x²-2)(x²+2)-(4-x²)(x²+4)=x⁴-4-(16-x⁴)=x⁴-4-16+x⁴=2x⁴-20