Let f (x) be a polynomial of degree 8 such that `F(r)=1/r, r=1,2,3,…,8,9,` then `(1)/(F(10)) =`

Let f(x) be a 4 degree polynomial satisfying f(r)=(1)/(r) for r=1,2,3,4,5 then Q. Value of f(6) is

Let f(x) be a 4 egree polynomial satisfying f(r)=(1)/(r) for r=1,2,3,4,5 then Q. Value of f(6) is

Find a polynomial f(x) of degree 2 where f(0)=8, f(1)=12, f(2)=18

If f_(r)(x),g_(r)(x),h_(r)(x),r=1,2,3 are polynomials in x such that f_(r)(a)=g_(r)(a)=h_(r)(a),r=1,2,3 and F(x)=|(f_(1)(x),f_(2)(x),f_(3)(x)),(g_(1)(x),g_(2)(x),g_(3)(x)),(h_(x),h_(2)(x),h_(3)(x))| , then F'(x) at x=a is

Lat y=f(x) be a polynomial such that f(-1)=2 and f(3)=10. If R(x) is the remainder when f(x) is divided by x^(2)-2x-3, then R(1) equals

If f_r(x),g_r(x),h_r(x),r=1,2,3 are polynomials such that f_r(a)=g_r(a)=h_r(a),r=1,2,3 and F(x)=|[f_1(x),f_2(x),f_3(x)],[g_1(x),g_2(x),g_3(x)],[h_1(x),h_2(x),h_3(x)]| then F^(prime)(x) at x=a is____________________

If f_r(x),g_r(x),h_r(x),r=1,2,3 are polynomials such that f_r(a)=g_r(a)=h_r(a),r=1,2,3 and F(x)=|[f_1(x),f_2(x),f_3(x)],[g_1(x),g_2(x),g_3(x)],[h_1(x),h_2(x),h_3(x)]| then F^(prime)(x) at x=a is____________________

If f_r(x),g_r(x),h_r(x),r=1,2,3 are polynomials such that f_r(a)=g_r(a)=h_r(a),r=1,2,3a n d F(x)=|[f_1(x),f_2(x),f_3(x)],[g_1(x),g_2(x),g_3(x)],[h_1(x),h_2(x),h_3(x)]| then F^(prime)(x)a tx=a is____________________

If f_r(x),g_r(x),h_r(x),r=1,2,3 are polynomials such that f_r(a)=g_r(a)=h_r(a),r=1,2,3a n d F(x)=|[f_1(x),f_2(x),f_3(x)],[g_1(x),g_2(x),g_3(x)],[h_1(x),h_2(x),h_3(x)]| then F^(prime)(x)a tx=a is____________________

If f_r(x),g_r(x),h_r(x),r=1,2,3 are polynomials such that f_r(a)=g_r(a)=h_r(a),r=1,2,3a n d F(x)=|[f_1(x),f_2(x),f_3(x)],[g_1(x),g_2(x),g_3(x)],[h_1(x),h_2(x),h_3(x)]| then F^(prime)(x)a tx=a is____________________