Simplify each sum or difference. State any restrictions on the variables.
\[\frac{ 5y+2 }{ xy ^{2} } + \frac{ 2x-4 }{ 4xy }\]
the restriction is you are not allowed to divide by zero.
I would look for a common denominator
Multiply the first fraction by 4/4 Multiply the second fraction by y/y Afterwards, add the fractions together.
Okay thank you!
@Hero when I multiply them together, will they look like this?\[\frac{ 20y+8 }{ 4xy ^{2} } + \frac{ 2xy-4y }{ 4xy ^{2} }\]
Yes, great job.
@Hero Alright, well I am not sure if this is right but when I added them together I got \[\frac{ 2xy+16y+8 }{ 4xy ^{2} }\]
That's correct
Oh okay, what do I do now?
State any restrictions on the variables.
But in the back of the book it says that the answer is something completly different
you can factor out a 2 from the top and bottom. they will cancel
^What he said
Always look to see if the fraction can be simplified after adding
Hmm, strange. I'm not sure how they got that.
Join our real-time social learning platform and learn together with your friends!