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Simplify, leaving as little as possible inside a solute-value signs. I x^2/-y I and I-8x^2/ 2x I
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sorry i meant absolute- value
x^2 >= allways so |x^2| is redundant so take it out x^2/|-y|
what do you mean x^2 = always?
same logic on the second (4x^2)||x|
x^2 is always greater than or equal to zero
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that should say (4x^2)/|x|
the answer in my book for the second one was 4IxI? can you do more to that problem? and also how did you go from 8 to 4?
nvm i get the 4 to 8
I-8x^2/ 2x I = |-8/2|*|x^2/x| = |-4||x| = 4|x|
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