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C3 January 2013 25/01/2013

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another example would be

(2x-3)/(x-2) so we need to convert in this form 2+(1/x-2)

so can we do
2x/(x-2) - 3/(x-2) and solving
Original post by otrivine
another example would be

(2x-3)/(x-2) so we need to convert in this form 2+(1/x-2)

so can we do
2x/(x-2) - 3/(x-2) and solving


What are you 'solving' ? There is no equation to solve.
Original post by otrivine
yes that is what i was thinking partial fractions right?

so just to check if i used long division i put the x on the outside and the x-2 inside the root


no its the other way round

x-2 | x + 0

x X 1 = x

So 1 goes to the top

-2 x 1 ... -2

0--2 = 2

2 is the remainder

so your answer is 1+ 2/x-2
Reply 1183
Original post by otrivine
another example would be

(2x-3)/(x-2) so we need to convert in this form 2+(1/x-2)

so can we do
2x/(x-2) - 3/(x-2) and solving


2x-3/x-2
=(2x-4)/(x-2) + 1/(x-2)
= 2 + 1/(x-2)


Posted from TSR Mobile
Original post by steve2005
What are you 'solving' ? There is no equation to solve.


No we need to convert the form so it would help us to draw the graph and to find the range
Original post by kvohra
2x-3/x-2
=(2x-4)/(x-2) + 1/(x-2)
= 2 + 1/(x-2)


Posted from TSR Mobile


\are my correct then
Reply 1186
Original post by otrivine
yes that is what i was thinking partial fractions right?

so just to check if i used long division i put the x on the outside and the x-2 inside the root


thats it! partial fraction :biggrin:
no the qsn says x/x-2 so x should be inside and x-2 outside.
Reply 1187
Original post by otrivine
another example would be

(2x-3)/(x-2) so we need to convert in this form 2+(1/x-2)

so can we do
2x/(x-2) - 3/(x-2) and solving


any qsn of this type use partial fraction its much easier and its easy to find range with that too.
Reply 1188
Original post by otrivine
\are my correct then


Yes


Posted from TSR Mobile
Original post by AS01
thats it! partial fraction :biggrin:
no the qsn says x/x-2 so x should be inside and x-2 outside.


its ok i think getting the value that equals the denominator is much easier :smile:
Original post by otrivine
another example would be

(2x-3)/(x-2) so we need to convert in this form 2+(1/x-2)

so can we do
2x/(x-2) - 3/(x-2) and solving


Original post by steve2005
What are you 'solving' ? There is no equation to solve.


Solving the problem, your highness.
Reply 1192
Original post by otrivine
its ok i think getting the value that equals the denominator is much easier :smile:


what is that?
Original post by AS01
what is that?


thats what Kvohra said?
I think I am over complicating this easy question! just can some one tell me the easiest way please
Original post by otrivine
its ok i think getting the value that equals the denominator is much easier :smile:


Its easy if you figure it out.

But the long division partial fraction thing will always work... but it is easier to make mistakes with, but not much more difficult
Reply 1196
Original post by otrivine
thats what Kvohra said?


oh okay. I will just stick with what I am doing that's easy way too. Since we have this in C4 as well I better go with that division one :biggrin:
Original post by posthumus
Its easy if you figure it out.

But the long division partial fraction thing will always work... but it is easier to make mistakes with, but not much more difficult


i have not done partial fractions? can i not use my method for chapter 1 can you show me please. Dont want to lose 1 simple mark tomorrow for this
Original post by AS01
oh okay. I will just stick with what I am doing that's easy way too. Since we have this in C4 as well I better go with that division one :biggrin:


can u show me the division one please ASO1:smile:
Original post by Padouken
Solving the problem, your highness.


NO.

Solving has a special meaning in Mathematics. It can be used to solve a problem BUT here there is no problem.

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