(2a+3a-1)-(1a-2a-1) In the fist parenthesis 2a the A is squared and in the 2nd set of parenthesis 1a the A is squared.
Distribute a 1 to each term in the first set parentheses. Distribute a -1 to each term in the second set of parentheses.
This will eliminate the parentheses all together and produce: \[2a ^{2}+3a-1-1a ^{2}+2a+1\] from here you just combine like terms
okay what do you get. i get answer but the back of the book where i check my work gets a different answer.
what did you get? Type it out.
shouldn't the two be negative in the 2nd parenthesis from you distrubuting
No. It's already negative right? But then you distributed the -1 on the outside of the 2nd parentheses. A negative times a negative is always a positive.
Which is the same reason why the 1 at the very end is now positive.
i see what i did now. i think. I turned everything in the parenthesis into addition which in turn made them negative but when turning the whole problem into addition i forgot to turn the others back. does that make sense
Kinda. You end up getting the correct response?
i don't think so. :( hold on let me try it again
got it. thanks! Subtraction in Alegbra is so hard for me and i don't know why. i love algebra but can't do subtraction.
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