a) (x-1)^2-(x-1)*(x+2) = x²-2x+1-(x²+2x-x-2) = x²-2x+1-x²-x+2 =-3x+3
x=√3-1
-3(√3-1) +3 = -3√3+6 = -3(√3-2)
(x+3)^2-(x-3)^2-12 = x²+6x+9-x²+6x-9-12 = 12x-12
x=√2+1
12(√2+1)-12 = 12√2+12-12 = 12√2
(x-4y)^2 - (4y+x)^2 = x²-8xy+16y² - 16y²-8xy-x² = -16xy
x=1/4 y= √3/4
-16(1/4 * √3/4) = -16 * √3/16 = -√3
a)
b)
c)
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a) (x-1)^2-(x-1)*(x+2) = x²-2x+1-(x²+2x-x-2) = x²-2x+1-x²-x+2 =-3x+3
x=√3-1
-3(√3-1) +3 = -3√3+6 = -3(√3-2)
(x+3)^2-(x-3)^2-12 = x²+6x+9-x²+6x-9-12 = 12x-12
x=√2+1
12(√2+1)-12 = 12√2+12-12 = 12√2
(x-4y)^2 - (4y+x)^2 = x²-8xy+16y² - 16y²-8xy-x² = -16xy
x=1/4 y= √3/4
-16(1/4 * √3/4) = -16 * √3/16 = -√3
a)
b)
c)