Expand & Simplify: (3x-5)^2+(x-4)^2-10(x+4)(x-1)

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The discussion revolves around the expansion and simplification of the expression (3x-5)^2+(x-4)^2-10(x+4)(x-1). Participants note inconsistencies in the results, with one user repeatedly arriving at different answers. The correct expansion of each term is crucial, as errors in signs and coefficients are identified, particularly in the x terms. The final expression should be carefully simplified to avoid mistakes. Accurate calculations and attention to detail are emphasized to achieve the correct result.
Stacyg
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Hi.
I have done this question multiple times and come up with a different answer each time.

Q. 1.) Expand and simplify
(3x-5)^2+(x-4)^2-10(x+4)(x-1)

So far I've gotten

= -72x +1
= 1 - 72x

And some others. Any help would be great.
 
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Please show us your work, for example, what did you get for the expansion of each term?
 
okay. I end up with 10x^2 - 22x +41- 10x^2-10x-40x-40 taking everything out of the brackets.
 
That -22x is probably the result of the x terms in (3x-5)^2+(x-4)^2 but you made a sign error.
there is also a sign error in -10x-40x and in -40
 
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