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What is the simplified form of
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minus
Is it 5/y^2 - 4/3y
\[\frac{ 15-4y }{ 3y ^{2} }\]
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yes @ritez
how'd you find that out? @Kwarkark
Make the numerators so that they are equal. This will make it possible to subtract or add another fraction to it.
easy enough
so: \[\frac{ 5 }{ y ^{2} } = \frac{ 15 }{ 3y ^{2} } \] and \[\frac{ 4 }{ 3y } = \frac{ 4y }{ 3y ^{2} }\]
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alright how did you get an exponent of two in the second part?
I multiplied both sides by y. And y*y = y^2
perfect. okay thanks!!!!
No problem. Happy to be helping out.
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