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  • dude im trying to find the assignment about reynolds 853 you posted. but i cant seem to find it
    hey can you please help me with a maths question. "Find all solutions of the polynomial p(x) = x^4 - 6x^3 + 15x^2 - 18x + 10, given that 1 - i is a root

    coeffficients are real so 1+i is a root
    divide the polynomial by (x+(1-i))(x+(1+i)) - then figure it out from there

    or just sub in numbers that are divisors of 10 (i.e 1,2,5) and se ehow that goes
    Yeah, I'm actually in first year engineering at UNSW as well (long story lol), so i know exactly what you're talking about. Though i rekn engineering studies really helped me for uni
    Im not sure about state ranking, i got 96 and it was 5th in the state. Ranks go to ten, but i think 94 is the minimum u need to get a rank
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