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The factors of \(x^4+y^4+x^2y^2 \) are
The factors of \(15x^2-26x+8 \) are
The coefficient of ‘a’ when \(9a^2+18a \) is divided by \((a+2) \) is
When \((p^2+7p+10) \) is divided by \((p+5) \), the quotient is
The correct statement is
If \((x^3+3x+5)\ (x^2-3x+5)=m^2-n^2 \). The value of \(m \) is
Divide \(6p^5+18p^4-3p^2 \) by \(3p^2 \)
Which is the exponential form of factors of \( a^2+4a+4\)?
The result when \(x^3+6x^2+9x \) is factorised
Simplify \(\dfrac{-3a^2b\times15\ cab^2}{-10\ cab} \)
Find the quotient of \(\dfrac{36x^3y^2z}{-9x^2y^2z} \)
Divide \(4p^5-14p^4+6p^3-2p^2 \) by \(2p^2 \)
Simplify \(3xz-4yz-6xp+8yp \)?
Simplify \(\dfrac{3\ lm}{8n^2}\times\dfrac{32\ ln^3}{m^2}\div\dfrac{9\ ln^2}{m} \)?
Divide \(q(5q^2-80) \) by \(5q(q+4) \)