You can put this solution on YOUR website! There are actually two ways to interpret this problem, and I noticed that in my first attempt, I missed it both ways!! It is my privilege in algebra.com to be able to correct my errors!! I should be so fortunate in the rest of my life!!!
First interpretation: . This was the way I was interepreting it when I first saw this problem, and I missed it. Interpreted this way, EVERYTHING subtracts out, and the answer would be 0.
However, now that I look at it again, I think the question was meant to be , which would require a common denominator of . You can make this problem slightly EASIER by factoring out a common factor of before doing the LCD.
NOW, do the LCD:
Does that look better than what I originally posted? Sorry about that!!
You can put this solution on YOUR website! NO! NO! NO!
You need a common denominator.
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Now we can subtract the numerators because the denominators are the same. This gives us