Solving Rational Equations- 4/4x-1 - 1/x-1 = 2/4x-1 so far i have.. (4x-1)(4/4x-1) - (4x-1)(1/x-1) = (4x-1)(2/4x-1) 4 - (4)(1) = 2 4-4=2 0=2 Answer is -1/2 just no idea how to get there
correct answer is -1/2 Teacher gives question and answer
I'll work it out and get back to you.
thanks
so far i have.. (4x-1)(4/4x-1) - (4x-1)(1/x-1) = (4x-1)(2/4x-1) That is not a bad start. notice that you can cancel things \[\cancel{(4x-1)}\frac{4}{\cancel{4x-1}}- \frac{4x-1}{x-1}= \cancel{(4x-1)}\frac{2}{\cancel{4x-1}}\]
because (4x-1)/(4x-1) = 1
can you solve \[4- \frac{4x-1}{x-1}=2\]
ahh feel like an idiot lol...thanks everybody
no no don't feel like an idiot!
We've all had to struggle through this process, even the smartest people on here.
Although elegant, that approach can be confusing for first-timers.
sorry, not trying to offend :-)
no offence, ive never liked algebra... especially when the given examples are not even close thank you all again
@luis It came out at rude and I apologize for that. Very sorry
btw Luis, in your first post you flipped a minus sign. ooops (do it myself sometimes)
@Boxman61 when you start out, it's easiest to do things in more steps rather than less so that your mind can work through the whole process. I hope your instructor feels the same way as I do.
her husband wrote the book so i doubt it...
Oh boy! I wouldn't even wanna got here with her, lol. Have you sought out Google for learning topics in algebra? A lot of times, I can google part of a story problem and something very similar will pop up. The numbers are just different. I don't encourage cheating, but I think it's step to actually learning the process (I mean if the book's not helping then what the heck. You'll learn it eventually anyway).
i use it when needed... dont even like using OpenStudy but sometimes this book makes no sense
Have you considered using Paul's online notes as an extra resource?
This instructor is God imho http://tutorial.math.lamar.edu/Classes/Alg/Alg.aspx
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