An Irrational Inquiry - Jim Dooley.lrc

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[00:00.000] 作曲 : Jim Dooley
[00:16.379]In ancient times we learned of their existence
[00:24.170]When triangles first measured by their distance
[00:31.458]On a sea well know as the aegean
[00:40.186]Discovered by and named Pythagorean
[00:48.370]No ratio of two numbers or fractional
[00:56.483]These numbers that we henceforth call irrational
[01:08.498]Can you give me an example that is true?
[01:11.379]Of course! The number when you square the root of two!
[01:15.691]Explain!
[01:17.107]An isosceles right triangle
[01:20.258]The smaller sides are measured both as one
[01:24.595]The length of the longest side then
[01:27.147]Can not fully be expressed by anyone
[01:30.707]They're irrational, irrational
[01:32.483]Irrational, irrational, irrational, irrational
[01:35.971]The remainder is mish-mash-ional!
[01:41.194]Are there other numbers you can name us?
[01:44.306]Are there any numbers that are famous?
[01:49.834]A ratio known as golden
[01:52.819]It is written as the greek letter phi
[01:56.346]From the fibonacci set beholden
[01:59.634]Second only to the number known as pi
[02:03.611]Pi is a world wide phenomenon
[02:06.651]Attempt to square a circle and you'll need it
[02:09.971]Don't confuse it with its homonym sibling
[02:13.378]Its a number and you can not eat it
[02:16.981]They're irrational, irrational
[02:18.604]Irrational, irrational, irrational, irrational
[02:21.973]The remainder is mish-mash-ional!
[02:27.204]What's a number with no ending?
[02:30.588]A number that we call transcending?
[02:35.908]A mathematics man named Euler
[02:39.348]His work was that of genius and astounding
[02:42.940]His number you see as a lower-case "e"
[02:46.004]To calculate with interest compounding
[02:49.460]They're irrational, irrational
[02:51.476]Irrational, irrational, irrational, irrational
[02:54.748]The remainder is mish-mash-ional!
[03:00.300]These numbers are so monumental
[03:03.356]They're also known as transcendental
[03:06.612]They're irrational, irrational
[03:08.404]Irrational, irrational, irrational, irrational
[03:11.628]The remainder is mish-mash-ional!
[03:13.764]These numbers are irrational!
文本歌词
作曲 : Jim Dooley
In ancient times we learned of their existence
When triangles first measured by their distance
On a sea well know as the aegean
Discovered by and named Pythagorean
No ratio of two numbers or fractional
These numbers that we henceforth call irrational
Can you give me an example that is true?
Of course! The number when you square the root of two!
Explain!
An isosceles right triangle
The smaller sides are measured both as one
The length of the longest side then
Can not fully be expressed by anyone
They're irrational, irrational
Irrational, irrational, irrational, irrational
The remainder is mish-mash-ional!
Are there other numbers you can name us?
Are there any numbers that are famous?
A ratio known as golden
It is written as the greek letter phi
From the fibonacci set beholden
Second only to the number known as pi
Pi is a world wide phenomenon
Attempt to square a circle and you'll need it
Don't confuse it with its homonym sibling
Its a number and you can not eat it
They're irrational, irrational
Irrational, irrational, irrational, irrational
The remainder is mish-mash-ional!
What's a number with no ending?
A number that we call transcending?
A mathematics man named Euler
His work was that of genius and astounding
His number you see as a lower-case "e"
To calculate with interest compounding
They're irrational, irrational
Irrational, irrational, irrational, irrational
The remainder is mish-mash-ional!
These numbers are so monumental
They're also known as transcendental
They're irrational, irrational
Irrational, irrational, irrational, irrational
The remainder is mish-mash-ional!
These numbers are irrational!