Zamień iloczyny na sumy:
a) 3(2x-3y)=
-2(3a+b)=
1/2(4x+2y)=
0,4(5a+10)=
b) 2x(x+2)=
-2x (2)do potegi drugiej)(x - 3y)=
-3x(z+y)=
-3y(-2x+y)=
c) 2(x+1/2)=
5(1/5y-1)=
x(x+y)
5x(2x-y)
d) 6(x+4y-5z)=
-8x(x-y+1)=
x(x(2)do potegi drugiej) -2x-1)=
1/2x(y-z+1)=
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a) 6x - 9y
-6a -2b
2x + y
2a + 4
b) 2x^2 + 4x
-2x[2^2(x-3y)] = -2x[4(x-3y)] = -2x(2x-12y)=4x^2-24xy
-3xz - 3xy
6xy - 3y^2
c)2x + 1
y-5
x^2+xy
10x^2-5xy
d) 6x+24y-30z
-8x^2+8xy-8x
x[2^2x-2x-1] = x(4x-2x-1) = x(2x-1)=2x^2-x
1/2xy-1/2xz+1/2x