Write the coefficients of the polynomial `p(z)=z^5-2z^2+4` .

The coefficient of 'z' in the polynomial z^5-3z^2+4 is

Determine the co-efficients according to the directions given of the following polynomials : The co-efficient of z^(0) in the polynomial (z^(3)-1)/(z^(2)+z+1)

Subtract the second polynomial from the first polynomials and find the degree of the resultant polynomial. h(z) = z^(5) - 6z^(4) +z f(z) = 6z^(2) + 10z-7

The zero (s) of the polynomial z^(2)-2z is (are):-

If z_(1),z_(2),z_(3),z_(4), are the non-real complex fifth roots of unity,then the sum of coefficient in the expansion of (3+z_(1)x+z_(2)x^(2)+z_(3)x^(3)+z_(4)x^(4))^(5) is

Write down the degree of each of the following polynomials: x^(3)y^(2)z-3x^(2)y^(2)z^(2)+5xy^(4)z-y^(7)+x^(3)y^(5)+17z^(5)

Write down the terms of the expression: 8x^4y-7x^3y z+4/3x^2y z^2- 5 x y z . What is the coefficient of x^2 in the term 4/3x^2y z^2?

Subtract the second polynomials from the first polynomials and find the degree of the resultant polynomials. (i) p(x) =7x^(2) +6x -1, q(x) =6x -9 (ii) f(y) =6y^(2) -7y +2,g(y) =7y +y^(3) (iii) h(z) =z^(5) -6z^(4) +z" ", f(z) =6z^(2) +10 z -7