Re: Tricky equation!
- From: "Peter L. Montgomery" <Peter-Lawrence.Montgomery@xxxxxx>
- Date: Mon, 10 Oct 2005 19:24:54 GMT
In article <1128969775.766135.113590@xxxxxxxxxxxxxxxxxxxxxxxxxxxx> rastablasta70@xxxxxxxxxxx writes:
>Hi all, recently had to solve the following and ive been having
>problems! would be very gratefull if someone could explain how to get
>the answer.
>
>by choosin a suitable numerical value for A, show that tan 15' is a
>root of hte quadratic equation t(squared) + 2(root)3 -1=0
>
>Many Thanks
The consequent of "show that" does not mention A.
Look at the problem more carefully.
You can get tan(15 degrees) if you know
sin(15 degrees) and cos(15 degrees).
Try to get these in terms of what you already know.
--
The 2nd John Adams president lost to the winner of the Battle of New Orleans.
The 2nd George Bush president lost the Battle of New Orleans.
pmontgom@xxxxxx Microsoft Research and CWI Home: Bellevue, WA
.
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- Tricky equation!
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- Tricky equation!
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