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Најмањи заједнички садржалац полинома (x+y)², x - y и x²- y² је:

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(x+y)²(x-y)²(x²-y²)

(x+y)²(x-y)²

(x+y)²(x-y)

(x+y)²(x-y)²(x²-y²)²

none

При дељењу полинома x⁵ - 2x⁴ + 12x³-12x + 55 биномом x + 1 , остатак је:

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Explanation

Безуова теорема у примени.

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52

55

56

60

none

Да ли је полином x⁴ + x² + 1 дељив са x² - x + 1 ?

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Explanation

Раставити на чиниоце полином.

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Да! Количник је x² + x + 1

Да! Количник је x² + x + 1.

Да! Количник је - x² + x + 1.

Не. Постоји остатак при дељењу.

none

Уреди одговоре!

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Match the text
НЗС( 2а² , 5а³ )=
НЗС( 15а, 9а², 20а³)=
НЗС( 3 , a+3 )=
НЗС( a+3 , а²-3а+9 )=
НЗС( (a-b)²,(a+b)²,a²-b² )=
НЗС( а³ -аb² , а²b-аb², аb² )=
НЗС( a²-b², a³-b³ ,a³+b³ )=
НЗС( 9а²-12аb+4b², 3a³-2а²b ,9a²-4b² )=

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10·а³
180а³
а²(3а-2b)²(3а+2b)
(a²-b²)²
а³+27
3(a+3)
(a³-b³)(a³+b³)
аb²(a²-b²)

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