tomcat2011
Answered

how can i separate this equation 
[tex] \frac{2v+3}{4v+5} [/tex]

in such a way that the answer is 
[tex] \frac{1}{2}+ \frac{1}{2(4v+5)} [/tex]

Answer :

viny
Yes,but solving it:-
2v+3  = k  
4v+5
= 2v+3=4vk+5k
value of k=??? after soving  adn plot in other equation and equialte 
lipi
[2v+3]/[4v+5]................1
we divide and multiply by 2
so
{2*[2v+3]}/{2*[4v+5]}
[4v+6]/{2[4v+5]}
so
[4v+5+1]/{2[4v+5]}
1/2{1+1/[4v+5]}
1/2 +1/{2[4v+5]}....................3
which is same as ans

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