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Post date: Feb 16, 2012 1:30:18 AM
PARAB SINGS 02
(y-k)2 - 4p(x-h) presents....
"The Sine"
(*aka "The Sign", Ace of Base)
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Whoa, oh, oh, TRIG!
I, I got triangles
You might expect opposite but hey, too bad
Why would you assume a right angle too? (Why?)
Why don't I give you
A side with two angles then.
Ooooooo.... have you got enough?
[Chorus:]
I saw the sine, so proportions would be wise
Side over sine
Trig is demanding - check your understanding
I saw the sine, so proportions would be wise
Side over sine
Get whichever side you want, you can solve with the sine if you rehearse...
But what about inverse?
I, have side-side-angle
With so many ways, I'm going to make you choose
What if the angle to find is obtuse?
With side-side-angle
Well, you'll check 'a' versus height
Ooooooo... 'b-sin-A's enough,
[Chorus:]
I saw the sine, so proportions would be wise
Side over sine
Trig is demanding - check your understanding
I saw the sine, so proportions would be wise
Side over sine
When you use the inverse sine, you might also assign the supplement...
But are you now content?
Oh! Oh, oh, oh...
(Instrumental Break... think it over)
I saw the sine, and proportions we can find!
And I am happy now in Quad 1 or 2,
A breakthrough, oh-oh-OH!
[Reprise:]
I saw the sine, so proportions would be wise
Side over sine
Get whichever side you want, you might also assign the supplement
(I saw the sine - I saw the si-ine) I saw the sine!
(I saw the sine - I saw the si-i-ine)
(I saw the sine - I saw the sine) I saw the sine!
So proportions would be wise, side over sine!
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