1. The problem asks to solve the equation related to the jump distance: $ (4x - 9) = 2x + 2x $.\n2. This is an algebraic equation where we need to find the value of $ x $.\n3. Start by simplifying the right side: $ 2x + 2x = 4x $.\n4. So the equation becomes $ 4x - 9 = 4x $.\n5. Subtract $ 4x $ from both sides: \n$$ 4x - 9 - \cancel{4x} = 4x - \cancel{4x} $$\nwhich simplifies to $ -9 = 0 $.\n6. This is a contradiction, meaning there is no solution for $ x $ that satisfies the equation as given.\n7. Therefore, the equation $ (4x - 9) = 2x + 2x $ has no solution, implying the jump cannot be 22cm further under these conditions.