In the polynomial `(x-1) (x-2) (x-3) …(x-100),` the coefficient of `x ^(99)` is-

In the polynomial (x-1)(x^(2)-2)(x^(3)-3)…(x^(11)-11) , the coefficient of x^(60) is :

In the expansion of (x-1)(x-3)(x-5).........(x-99) , the coefficient of x^49 is.

In the polynomial function f(x)=(x-1)(x^(2)-2)(x^(3)-3)……..(x^(11)-11) the coefficient of x^(60) is :

In the polynomial function f(x)=(x-1)(x^(2)-2)(x^(3)-3)……..(x^(11)-11) the coefficient of x^(60) is :

For the polynomial (x^3+2x+1)/5-7/2x^2-x^6 , write the coefficient of x^3 .

For the polynomials (x^(3)+2x+1)/(5)-(7)/(2) x^(2)-x^(6) ,then write (i) the degree of the polynomial (ii) the coefficient of x^(3) (iii) the coeficient of x^(6) (iv) the constant term

For the polynomials (x^(3)+2x+1)/(5)-(7)/(2) x^(2)-x^(6) ,then write (i) the degree of the polynomial (ii) the coefficient of x^(3) (iii) the coeficient of x^(6) (iv) the constant term

Consider the algebraic expression (x+1)(x+2)(x+3)(x+4)........(x+100) . Coefficient of x^(99) is equal to

For the polynomial (x^(3)+2x+3)/(5)-(7)/(2)x^(2)-x^(6) ,write (i) the degree of the polynomial , (ii) the coefficient of x^(3) , (iii) the coefficient of x^(6) , (iv) the constant term.