Y= [tex]rac{a+w}{a-w}[/tex]); solve for w the answer is w = [tex]rac{a(y-1)}{y+1}[/tex]); a ≠ w, y ≠ 1 i know the answer but i'd like to know how to get the answer .

Multiply both sides by :Then as long as , we can cancel both factors of on the right:Distribute the...

Mathematics, 23.06.2019 01:00 valenzueladomipay09u

Y= $\frac{a+w}{a-w}$ ); solve for w the answer is w = $\frac{a(y-1)}{y+1}$ ); a ≠ w, y ≠ 1 i know the answer but i'd like to know how to get the answer .

Answers: 1

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Y= [tex]\frac{a+w}{a-w}[/tex]); solve for w the answer is w = [tex]\frac{a(y-1)}{y+1}[/tex]); a ≠...