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The number of like terms in \(abc,abc,bca,acb,bac,\frac{1}{2}cab \) is
All are like terms
The coefficient of \(x^2y \) in \( 7\ pqr\ x^2y\) is
The sum of \(x^2y^2,\ y^2z^2 \) and \(z^2x^2 \) is
\((xy)\ (x+y)+(yz)\ (y+z)+(zx)\ (z+x)= \)
If we add \(7xy+5yz3zx,4yz+9zx4y \) and \(3xz+5x2xy \), then the answer is
If we subtract \(4a – 7ab + 3b + 12\) from \(12a – 9ab + 5b – 3\), then the answer is:
The degree of the polynomial \( 7x^2yz^2+6x^3y^2z^25x+8y\) is
\( \dfrac{7}{5}xy\dfrac{2}{3}xy+\dfrac{8}{9}xy=\)
\(3m\times(2m^25mn+4n^2)= \)
Volume of a rectangular box whose adjacent edges are \(3x^2y,4y^2z,5z^2x \) is
If \(x+\dfrac{1}{x}=2 \) then \(x^2+\dfrac{1}{x^2}= \)
If \(x^2+y^2=9 \) and \(xy=8 \) then \(x+y= \)
\((102)^2(98)^2= \)
\(50\ x^3y^2z^2 \) divided by \(5xyz \) is equal to
If area of a rectangle is \(24(x^2yz+xy^2z+xyz^2) \) and length is \(8\ xyz \), its breadth is
Breadth
If \(x=3 \) is a solution of \( x^2+Kx+15\), the value of \(K \) is