Now it is said godel PROVED "there are true mathematical statements which cant be proven" in other words truth does not equate with proof.

if that theorem is true then his theorem is false

PROOF for if the theorem is true-because he proved it then truth does equate with proof- as it is implied that his proof makes the theorem true but his theorem says truth does not equate with proof. thus a paradox THIS WHAT COMES OF USING IMPREDICATIVE STATEMENTS