God damn stupid mistakes! I left a negative off my partial fraction, losing me one mark. Another was in the complex question, I completed the square leaving 2 left over instead of 3.
The result: Me having to use tan(ø)= √2 to create a right angled triangle, and then consequentially having to use the cos double angle formula to find both sine and cosine of the angle to get my final four answers, and I even made a slip up in THAT.
That being said, I did complete the square with z2=x, and solved for the square root through the use of polar form, and recognised the need for four solutions, one in each quadrant (this was to assist in me not needing to follow negatives, not to mention it was true). Hoping that'll get me 2/4 marks, leaving me with 37/40.