i need someone to help. nobody is helping me and
im stressing
whats the problem?
sorry if that sounds rude
what is your question
hold on
Wally knows that in order to add or subtract rational expressions, he has to find the least common denominator first. Unfortunately, he can not remember how to do that. Using complete sentences, explain to Wally how to find least common denominators. Make sure you clearly explain any important items to consider.
Wally is very thankful for your help, but he is still stuck. Describe to Wally how adding and subtracting rational expressions is similar to adding and subtracting simple fractions, and how they are different
I have 5 written assignments to get done by 5
a rational expression is just a glorified fraction ... they add and subtract the same way
for the first one would it be you have to find the factors of the denominators and find the one that is common in both? Would that be the answer?
im sorry I am just really stressed and can't think straight
you do not need to find a "least" common denominator ... you simply need to find a common denominator.
all a "least" common denominator does is help out when trying to simplify a fraction ... but is not required to add or subtract them
it isn't? I thought it was
we can test it out ... assume that we do not know that 8 is the LCD, we could simply multiply the denominators together to find a common number that they share \[\frac{3}{4}+\frac{1}{8}\] \[\frac{3}{4}\frac{8}{8}+\frac{1}{8}\frac{4}{4}\] \[\frac{24}{32}+\frac{4}{32}\] now we can add them simply \[\frac{24+4}{32}=\frac{28}{32}\] it just is not in "simplest" form, but the operation can still be done
OOOHHH okay that makes it easier
28 and 32 both divisible by 2 soo ... \[\frac{28/2}{32/2}=\frac{14}{16}\] still evens, still divisible by 2 \[\frac{14/2}{16/2}=\frac{7}{8}\] now its simplified
ohh okay! That helped me alot!! Thanks!
good luck :)
Thank you so much!
Join our real-time social learning platform and learn together with your friends!