Задание
Разложи на множители
\(16a^2-b^2=\)
- \((4a-b)(4a-b)\)
- \((16a-b)(16a+b)\)
- \((4a-b)(4a+b)\)
\(49a^2b^2-c^4=\)
- \((7ab-c^2)(7ab-c^2)\)
- \((7ab-c^2)(7ab+c^2)\)
- \((7ab-c)(7ab+c)\)
\(\dfrac{1}{4} a^2 -\dfrac{1}{3}a+\dfrac{1}{9}=\)
- \((\cfrac12 a-\cfrac13)(\cfrac12 a+\cfrac13)\)
- \((\cfrac12 a-\cfrac13)^2\)
- \((\cfrac12 a-\cfrac13)(\cfrac12 a-\cfrac13)\)