a) (5-2x)²-(x-2)(x+4)+3(x-2)²+3b) (2x-1)²-4(x+½)²= -(3,6+6x)Tylko prosze te przykłady po kolei rozpisać ;)
a) (5-2x)²-(x-2)(x+4)+3(x-2)²+3= 25-20x+4x²-x²-4x+2x+8+3(x²-4x+4)+3= 3x²-22x+33+3x²-12x+12+3= 6x²-34x+48
b) (2x-1)²-4(x+½)²= -(3,6+6x)
4x²-4x+1-4(x²+x+1/4)=-3,6-6x
4x²-4x+1-4x²-4x-1+3,6+6x=0
-2x=-3,6 /:(-2)
x=1,8
a) (5-2x)²-(x-2)(x+4)+3(x-2)²+3 =
= 5² - 2 · 5 · 2x + (2x)² - (x·x + x·4 - 2·x - 2·4) + 3(x² - 2·x·2 + 2²) + 3 =
= 25 - 20x + 4x² - (x² + 4x - 2x - 8) + 3(x² - 4x + 4) +3 =
= 28 - 20x+ 4x²- x²- 4x+ 2x+ 8+ 3x² - 3·4x + 3·4 =
= 36 + 6x² - 22x - 12x+ 12 =
= 6x² - 34x + 48
(2x)² - 2 · 2x · 1 + 1² - 4(x² + 2 · x · ½ + (½)² ) = -3,6 - 6x
4x² - 4x + 1 - 4(x² + x + ¼) = -3,6 - 6x
4x²- 4x + 1 - 4x²- 4x - 1 = -3,6 - 6x
-8x = -3,6 - 6x
-8x + 6x = -3,6
-2x = -3,6 |:(-2)
x = 1,8
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a) (5-2x)²-(x-2)(x+4)+3(x-2)²+3= 25-20x+4x²-x²-4x+2x+8+3(x²-4x+4)+3= 3x²-22x+33+3x²-12x+12+3= 6x²-34x+48
b) (2x-1)²-4(x+½)²= -(3,6+6x)
4x²-4x+1-4(x²+x+1/4)=-3,6-6x
4x²-4x+1-4x²-4x-1+3,6+6x=0
-2x=-3,6 /:(-2)
x=1,8
a) (5-2x)²-(x-2)(x+4)+3(x-2)²+3 =
= 5² - 2 · 5 · 2x + (2x)² - (x·x + x·4 - 2·x - 2·4) + 3(x² - 2·x·2 + 2²) + 3 =
= 25 - 20x + 4x² - (x² + 4x - 2x - 8) + 3(x² - 4x + 4) +3 =
= 28 - 20x+ 4x²- x²- 4x+ 2x+ 8+ 3x² - 3·4x + 3·4 =
= 36 + 6x² - 22x - 12x+ 12 =
= 6x² - 34x + 48
b) (2x-1)²-4(x+½)²= -(3,6+6x)
(2x)² - 2 · 2x · 1 + 1² - 4(x² + 2 · x · ½ + (½)² ) = -3,6 - 6x
4x² - 4x + 1 - 4(x² + x + ¼) = -3,6 - 6x
4x²- 4x + 1 - 4x²- 4x - 1 = -3,6 - 6x
-8x = -3,6 - 6x
-8x + 6x = -3,6
-2x = -3,6 |:(-2)
x = 1,8