Simplify. x/4x+x^2
\(\dfrac{x}{4x} + x^{2} = \dfrac{1}{4} + x^{2} = \dfrac{1+4x^{2}}{4}\) Of course, if you did not write the problem statement correctly, that would create a different result. Give it a good, close look and remember your Order of Operations.
is that \( \cfrac{x}{4x+x^2} \) ? can't really tell :|
I am having a lot of trouble with algebra this year.
Would that be the answer? Because thats not on the multiple choice.
I would suggest you focus on fundamentals and you will have less trouble. Order of Operations - You MUST see that and why these are different: 1) 4/2 + 2 2) 4/(2+2)
1/4 1/x+4 1/4 + 1/x 1/x
@tkhunny
?? What are you doing? None of that makes any sense at the moment.
what are you talking about? those are the multiple choice answers
I see. You didn't say that. It appears, then, that you have not written the problem statement correctly. Please do so. Use parentheses and think about the Order of Operations.
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