If `4x=p(x+3)+q(x-1)` is an identity, then the values of `p` and `q` are `1,\ -3` (b) `1,\ 3` (c) `1,\ 1` (d) `3,\ 1`

If 16x^(2)-p=(4x-(1)/(3))(4x+(1)/(3)) then find the value of p

If p/q = ( -1 /3 )^-3 ÷ ( 2/3 )^-4 , find the value of ( p/q )^-1

If p(4)=3x^(2)+2x-2, then the value of p(3)-p(-1)+p((1)/(2)) is

If 2x+1=15;3y-2=16 if x=p(mod 5),y=q(mod 5) then the value of p, q are (i) p=2,q=3 (ii) p=2,q=1 (iii) p=3,q=2 (iv) p=4,q=1