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Old 29th April 2009, 11:28 PM   #1
Default Math Help

Hi,

I got this equation (T1^2 + 7T1 - 2) / (8 + 4T1 + T1^2)
How do i solve the T1?
Can i use 8 + 4T1 + T1^2 = T1^2 + 7T1 -2?
Then 8+2 +4T1 -7T1 + T1^2 - T1^2?
I tried this, but i cant get the right ans
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Old 30th April 2009, 04:19 AM   #2
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Quote:
Originally Posted by shermaine View Post
Hi,

I got this equation (T1^2 + 7T1 - 2) / (8 + 4T1 + T1^2)
How do i solve the T1?
Can i use 8 + 4T1 + T1^2 = T1^2 + 7T1 -2?
Then 8+2 +4T1 -7T1 + T1^2 - T1^2?
I tried this, but i cant get the right ans
That's not an equation.
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Old 30th April 2009, 05:34 AM   #3
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how should i work it out and use quadratic to find
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Old 30th April 2009, 05:47 AM   #4
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Quote:
Originally Posted by shermaine View Post
how should i work it out and use quadratic to find
I repeat - It is not an equation! An equation has an equal sign in it.
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Last edited by Roff; 30th April 2009 at 05:47 AM.
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Old 30th April 2009, 05:52 AM   #5
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Hi Roff,

Thanks! I typed wrongly.
The equation should be :
tan(kl) = [4 + (2T1)^2 / [2T1^2 + 7T1 - 2]
How should i solve?
Please advise. Thanks.
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Old 30th April 2009, 06:05 AM   #6
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Quote:
Originally Posted by shermaine View Post
Hi Roff,

Thanks! I typed wrongly.
The equation should be :
tan(kl) = [4 + (2T1)^2 / [2T1^2 + 7T1 - 2]
How should i solve?
Please advise. Thanks.
What is kl? Don't you have one equation and 2 unknowns? That can't be solved.
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Old 30th April 2009, 06:07 AM   #7
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k is a constant which is 2pi/wavelength and L is the length
The answer for T1 = 5.1623 and -1.1623, how do i get these values?
Please advise. Thanks.
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Old 30th April 2009, 06:11 AM   #8
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How do you solve it if you don't have values for k and l?
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