How do they derive from equation A to B?

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The discussion centers on the methods to derive equation B from equation A, specifically through simplification techniques like partial fractions or differentiation. The user seeks clarification on maintaining equality while simplifying, particularly when approaching limits. It is highlighted that using L'Hôpital's rule requires careful specification of limits to avoid confusion. A potential error in the original equation is noted, emphasizing the importance of correctly identifying the denominator. The user expresses gratitude for the assistance received in resolving their query.
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My question is how to get from equation A to B.
By using partial fractions? differential? any methods?
 

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timeforchg said:
My question is how to get from equation A to B.
By using partial fractions? differential? any methods?

Don't use attachments as it makes very cumbersome reading the question and answering it. Write down the stuff using LaTeX for mathematics.

DonAntonio
 
Hey timeforchg and welcome to the forums

Do you have any conditions? Are you assuming A = B and trying to go from A to B while maintaining an equality?
 
chiro said:
Hey timeforchg and welcome to the forums

Do you have any conditions? Are you assuming A = B and trying to go from A to B while maintaining an equality?


yes. I think is more simplifying the equation.

I am trying to find the limit z = 0. When I see inside my text before they use l'hopital rule, they simplified the equation A to B. Thereafter they apply the l'hopital rule
 
Ohh, next time you use a limit please specify this in the equation so there is no ambiguity or confusion.

I have a feeling you have got the equation wrong: if you take the limit in this case to go to zero, the top goes to 0 but the bottom doesn't (it goes to 3-j which may not be zero and is only zero if 3 = j).
 
there is no + in eq A for the denominator
 
Can you please write out the expression on the denominator?
 
SOLVED! Thanks a lot guys! Appreciate it.
 
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