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This really does have to do with creation/evolution, trust me... but this time I want to start way out on a tangent and work my way in.
Einstein says E=MC^2.... right? Energy=Mass x speed of light squared.
Now, I forget which unit of mass einstein used... so I'm going to use the pound... If you know which unit of mass he used, feel free to correct me, and just substitute out any time I use the word "Pound" here as the proper unit of mass for the calculation:
Mass... say one pound is equal to a certain amount of energy... but mass is less than energy because it takes a lot of energy to make mass. That's what einstein was getting at, and I agree... the most fundamental building blocks of matter... is energy. But why the C^2 part?
Assuming C to be exactly 186000 miles per second (a little off, but it's the generic number
E=1 pound times 34,596,000,000 miles per second?
Are we to drop the "miles per second" thing? to find the amount of energy in one pound we just multiply that one pound times about 34.6billion? So why doesn't Einstein just say "Energy=massx34.6 billion?" Or does the "miles per second" part have to be there?
Energy=massx34.6billion miles per second.
I mean, that's how you figure out torque... inchpounds... right? So one pound has 34.6 billion poundmileseconds in it. So... who uses 'poundmileseconds' as a unit of energy?
What if einstein weren't from america... would he assume E=MC^2 still? Even though in metric light is about 300,000 KM/second... therefore E=M x 90,000,000,000... now E=M times 90 billion?
So one pound has 90 billion poundkilometerseconds in it? I mean... if it's in billions you wouldn't measure it in kilometers... so 90 trillion pountmeterseconds?
Or what if it's a measure of light years per year instead of miles per second? 1... so E=m x 1 (since 1 squared is one).
OK... so what's my point other than to publically announce that I don't agree with what junior highschool teachers are professing about physics?
My question is why does einstein butt 'light' into everything? Why not just say E=M times a certain number?
Einstein says E=MC^2.... right? Energy=Mass x speed of light squared.
Now, I forget which unit of mass einstein used... so I'm going to use the pound... If you know which unit of mass he used, feel free to correct me, and just substitute out any time I use the word "Pound" here as the proper unit of mass for the calculation:
Mass... say one pound is equal to a certain amount of energy... but mass is less than energy because it takes a lot of energy to make mass. That's what einstein was getting at, and I agree... the most fundamental building blocks of matter... is energy. But why the C^2 part?
Assuming C to be exactly 186000 miles per second (a little off, but it's the generic number
E=1 pound times 34,596,000,000 miles per second?
Are we to drop the "miles per second" thing? to find the amount of energy in one pound we just multiply that one pound times about 34.6billion? So why doesn't Einstein just say "Energy=massx34.6 billion?" Or does the "miles per second" part have to be there?
Energy=massx34.6billion miles per second.
I mean, that's how you figure out torque... inchpounds... right? So one pound has 34.6 billion poundmileseconds in it. So... who uses 'poundmileseconds' as a unit of energy?
What if einstein weren't from america... would he assume E=MC^2 still? Even though in metric light is about 300,000 KM/second... therefore E=M x 90,000,000,000... now E=M times 90 billion?
So one pound has 90 billion poundkilometerseconds in it? I mean... if it's in billions you wouldn't measure it in kilometers... so 90 trillion pountmeterseconds?
Or what if it's a measure of light years per year instead of miles per second? 1... so E=m x 1 (since 1 squared is one).
OK... so what's my point other than to publically announce that I don't agree with what junior highschool teachers are professing about physics?
My question is why does einstein butt 'light' into everything? Why not just say E=M times a certain number?