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2001 Paper Two - HSN forum

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2001 Paper Two


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#1 SomethingTypical

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Posted 19 May 2005 - 07:27 PM

I can never do these questions. sad.gif Could someone please give me a full solution?

#2 Dave

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Posted 19 May 2005 - 07:43 PM

A = Ao ekt

if it says the area doubles then you can say that

ao = 1
a = 2

as this sticks to rule

then just sub in these values

2 = 1.ekt

you can also sub in your value for t given in question

2 = e1.5k

to find k we need to get it down from the exponent. To do with we need to cancel off the
e. This can be doen by taking the logs of both sides

ln 2 = 1.5k
k = ln 2 / 1.5
k = 0.46

If i am not here i am somewhere else



#3 SomethingTypical

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Posted 19 May 2005 - 08:01 PM

Thanks, I think I may be getting the hang of these. Hopefully there'll not be one tomorrow.

#4 gary

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Posted 19 May 2005 - 08:32 PM

There was a question similar to this la year doubt one will be there this year will most likely be a graph which is worse.

#5 tupacshakur

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Posted 19 May 2005 - 08:46 PM

QUOTE(gary @ May 19 2005, 08:32 PM)
There was a question similar to this la year doubt one will be there this year will most likely be a graph which is worse.

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just cos something was in it last year doesnt mean it might not come up again.

are u meaning the graphs were u have to find a and b from log equations and the graphs where u have to get it into the special forumula and say what k and n is?
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#6 SomethingTypical

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Posted 19 May 2005 - 08:50 PM

QUOTE(gary @ May 19 2005, 09:32 PM)
There was a question similar to this la year doubt one will be there this year will most likely be a graph which is worse.

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I thought that myself but you can never be too sure.

#7 tupacshakur

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Posted 19 May 2005 - 08:55 PM

you wont think the same type of "collinear" question would of come up in 2003 AND 2004 but it did so these things happen.
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#8 SomethingTypical

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Posted 19 May 2005 - 08:58 PM

The only reason I assumed that it wouldn't come up because it came up in 2001 and then in 2004. I know how to do it now but I still would rather that it didn't turn up again. smile.gif





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