A six-sided object where each side is a square is called a cube.
A six-sided object made with four rectangles and a square on each end is called a ?
(I usually use the term "refrigerator shaped" but that's kind of wordy.)
Question 2:
E=mc squared, right? Cool.
What numbers can I plug into this to actually do the math?
For example, I read somewhere (how's that for citing your sources?) that the "m" stood for mass in grams.
Assuming that that’s correct, if I have one gram of matter then the equation looks like this: E=1c2, right?
What units of measurement do I use for E and C?
The only thing required is that you be consistent in your units.
For example, in the English system energy, E, is in foot-pounds. Mass is in slugs which has the units of lb-sec[sup]2[/sup]/ft and c is in ft/sec. So on the right side of the equation the units work out as:
lb-sec[sup]2[/sup]/ft*ft[sup]2[/sup]/sec[sup]2[/sup] and if you go through the cancellation it all works out to ft-lb.
The same thing happens in metric. If you use meters and kg for distance and mass the energy is in joules.
I think in order to specify that the shapes on the ends are squares, you’d have to call it a square prism. And in order to specify that the sides are right quadrilaterals (rectangles), you’d have to call it a right square prism.
Close, but no refrigerator. That would be a five sided object made of rectangles and triangles, wouldn’t it?
David, I’ve never heard of ‘slugs’ as a unit of measurement before. Thanks for introducing me to a new term, I can’t wait to use it in a sentence.
How do I measure ergs? How many ergs is my twenty watt desk lamp putting out?
A watt is a unit of power, which is energy / time. So, a 20-watt bulb uses up 20 joules / sec. One joule = 10,000,000 ergs (or, if you prefer, an erg is 1/10,000,000 joule). So, a 20-watt bulb uses 200,000,000 ergs/sec.
That’s a lot of ergs.
By the way, an erg is also known as a “dyne-centimeter”, where 1 dyne = 1 g*cm/s[sup]2[/sup].
It’s a special case for a rectangular parallelepiped of dimensions a x b x c, with a = b. I don’t know if there is a special term for it beyond that. It can also be called a Cuboid.
The slug as a unit of mass comes from F = m*a. Forces are in pounds, mass in slugs and acceleration in ft/sec[sup]2[/sup].
solve for m = F/a and make F = 1 lb and a = 1 ft/sec[sup]2[/sup]. then the mass is 1 slug. The units are:
lb/(ft/sec[sup]2[/sup]) = lb-sec[sup]2[/sup]/ft.
How do I find the mass if I know the weight? Well the weight is the force of gravity and if a weight W falls in a gravitational field the acceleration is g. On the surface of the earth that is 32.17 ft/sec[sup]2[/sup]. Again using m = F/a, F is W and a is g.
m = W/g.
So to find the mass in slugs, divide the weight by the acceleration of gravity.
PS - I think that’s true for both “right hand” and “left hand” weights.