We can think time as a 4D object, but we cannot visualize so easily a 4D object. But surely we know that a 4D object cannot live inside the 4D space, it will live in the 5th dimension space. We know that we can calculate the hyper-volumes by using integration (in our case) over a R4 domain which is not so easy to be visualize also. For example by hand we can construct a R3domain by using the xyz-coordinate system.
That's what an isometric drawing is: the third dimension is shown at a 30 degree angle to the horizontal. The number 30 isn't magic - any other number in that 'ballpark' would work - but it's an easy number ( a third of a right angle, and it's clearly different from 60 degrees, which is why 45 degrees wouldn't be great), and the resulting drawing makes the 3-D object easy to visualize.
Lets say you are in debt to a bank and have a negative balance. If I subtract that balance (take the negative balance off you) then you have gained money. That is the easiest way to imagine it. I do understand mathematical concepts are not alwys easy to understand.
Cubics lengh x width x height. Not easy unless it is has measurable sides with right angles
Oh, dude, it's like this - the weight of an object is the force of gravity acting on it, which is 39.2 N in this case. Mass, on the other hand, is a measure of how much matter is in an object. So, to find the mass, you just divide the weight by the acceleration due to gravity (9.8 m/s^2), and voilà, you get the mass of the object, which is around 4 kg. Easy peasy, right?
The mass of an object can be determined by using a balance or a scale. Simply place the object on the balance or scale, and the reading displayed will give you the mass of the object in units such as grams or kilograms.
We can think time as a 4D object, but we cannot visualize so easily a 4D object. But surely we know that a 4D object cannot live inside the 4D space, it will live in the 5th dimension space. We know that we can calculate the hyper-volumes by using integration (in our case) over a R4 domain which is not so easy to be visualize also. For example by hand we can construct a R3domain by using the xyz-coordinate system.
sine wave. It is a smooth, repetitive oscillation that is easy to represent graphically as a simple curve. Sine waves have a clear pattern that is easy to predict and visualize.
In general a parallelogram does and one easy example to visualize is a square.
[object Object]
it is easy,just take the front object and take the object which is behind
Blend is one I use frequently. It isn't as sophisticated but it is easy to visualize and doesn't sound so haughty.
Well its harder to balance on than small ones but you still can balance on one if u r a begginer
Its very easy.
An easy way to do that is to weigh the object. In principle, the mass can be derived from the weight.
undergoes a fixed and easy-to-visualize number of apoptotic events during its normal development.
Its very easy.