The 4th dimension is a reality, not man made. The 4th dimension is not like the other three dimensions. The mathematics and physics of the dimensions are not understood by most people.
The first three dimensions are vector dimensions and describe the three dimensions of space say , x,y and z. These dimensions were the first dimensions discovered and they are thought to be real dimensions. Real dimensions are like real numbers, their square is a positive number. The truth is the first three dimensions are vectors and are geometrical dimensions. Vectors have relationships like parallel and perpendicular. so v1 and v2 can be parallel to each other or perpendicular to each other. The relationahip betweenvectors involves the angle between them so v1.v2 = v1v2cos(a) and if cos(a) is zero the angle is an odd multiple of 90 degrees, perpendicular. The cos(a) is unity if the angle is an even multiple of 90 degrees. Minus unity means the vectors are Parallel, pointing in the same directon. Plus Unity means the vectors are anti-parallel, the vectors are pointing in opposite directions.
Everyone is roughly familiar with the vector dimensions, except that scientists and mathematicians want the square of vectors to be positive not negative. This is a mathematical defect that ruins vectors.
The 4th dimension is not a vector it is a plain old real number sometimes called a scalar number. Sclars or eeal have positive squares. Scalars are not vectors. Scalars are critically important in science and mathematics. The reason is best understood when you ask the question "What happens to the vectors when you multiply two parallel two vectors v1 and v2? The answer is, the product of two parallel vectors is not a vector! This is like smashing two Oranges together and the oranges disappear and turn into a banana. This is called lack of Closure in mathematics. Closure says that If A and B are vectors, then AB is a vector. You could say Human's beget Humans and fish beget fishes. This is the idea of Closure. Vectors don't have Closure. In Physics they would say that vectors transmuted into a real number. Physicists would create a table of "particles Realtionships". Two reals produce a real; a real and a vector produce a vector; two vectors produce a negative real if parallel or a positive real if anti-parallel; two vectors produce a vector if perpendicular; and ususally two vectors produce a real and a vector if not parallel or perpendicular!
This could open up a whole new fiedl of "particle Physics". The simple answer is the 4th dimension! The 4th dimension is a real dimension. This real dimension satisfies Closure. Two vectors produce a real and this is in the 4th real dimension. This dimension saves Closure because now the the elements are called quaternions. A quaternion is the sum of a real and three vectors, thus making four dimensions thus quater, Latin for 4.
If A and B are quaternions, then AB is a quaternion. Ths 4th dimesnsion has units like the three space dimensions - meters, r=ct is the fourth dimension where c is the speed of light and t is time. both c and t are real numbers and reals time reals gives reals. The speed of light c is a real number not a vector, thus the veclocity of light is wrong, because velocity denotes a vector not a real.
Man did not make the 4th dimension. You could say the 4th dimension was made when God said "Let there be Light!"
A four-dimensional world is a theoretical concept in physics and mathematics. The fourth dimension is often represented as time in our three-dimensional universe. In physics, space-time is described as a four-dimensional continuum where three dimensions correspond to space and the fourth dimension is time.
Higher dimensions refer to spaces beyond our familiar three-dimensional world. While we cannot directly visualize them, they are often mathematically described using concepts such as hyperspheres or tesseracts. These dimensions can help explain complex phenomena in physics and mathematics that go beyond our everyday experiences.
Albert Einstein did not come up with the idea of the fourth dimension. The concept of the fourth dimension in physics and mathematics predates Einstein and is rooted in geometric and mathematical principles. Einstein's theories of relativity, specifically general relativity, involve the interplay of three dimensions of space and one dimension of time, creating a four-dimensional spacetime framework.
Many universes refer to the existence of multiple separate and distinct cosmic structures that may have different physical laws or properties. Many dimensions, on the other hand, typically refer to additional spatial dimensions beyond the three dimensions of space and one dimension of time that we experience in our everyday lives according to theories like string theory or M-theory.
prophasemetaphaseanaphasetelophaseThis is the four phases of this own
I believe there is only one type of universe, a Quaternion four dimensional Universe. This Quaternion Universe has one real dimension and three vector dimensions. The universe has two "states", the Boundary state and the Internal state. The Boundary state is a minimum size, around r=150E24 meters. The Internal state is much larger than 150E24.
No, not everything in the world exists in three dimensions. For example, time is considered to be the fourth dimension according to some theories, and there are also other concepts like probability or consciousness that may not be easily represented in traditional three-dimensional space.
the four dimensional are (joanne).(jhanica).(jennifer)and (rhiza)
We see the world in 4D or in other words four dimensional. Slight correction: We being 3-d creatures can actually see the world in 3-d only, although we are continually travelling in the fourth dimension(the time dimension). If somehow we can see this world in 4-d then wemay thentravel in time.
A tesseract is a four-dimensional shape, so it is impossible for humans to visualize it in our three-dimensional world. We can only represent it through mathematical models or computer graphics that attempt to depict how it would appear if we could see in four dimensions.
Four dimensional usually refers to a 3D environment that changes over time. Here the 3D space could be represented by the axis of a 3D graph. i.e. one axis is forwards/backwards, one is left/right and the third is up/down. The fourth dimension is time. So four-dimensional usually refers to a 3-dimensional space that changes over time.
A tesseract is a four-dimensional object, therefore it is impossible to fully portray in three dimensions. However, there are several methods for limited portrayals of tesseracts: a three-dimensional shadow can be shown (just like a 'normal' shadow is 2D of a 3D object); a two-dimension or three-dimension projection can be constructed with the fourth dimension shown at 45° angles to the Z-dimension (in this way two parallel cubes are drawn with each similar vertex connected by a line); or the fourth dimension can be assumed to be time, and an animation of three-dimension projection altering as it rotates around itself.
The fifth dimension is a hypothetical construct. Let's start with the dimensions below and work our way to the fifth.A point is a zero-dimensional object and has an indeterminate size.A line connects two points and it has one dimension: lengthA two-dimensional object has length and width.A three-dimensional object has length, width, and depth.The above concepts are easy enough to understand. Here is where it starts to get sticky. The fourth dimension is considered to be time. We live in a three dimensional universe, where there is length, width, and depth. However, we can only exist at one point in time at any given moment. In the three dimensional world only our present self can exist. Hypothetically, in the fourth dimension, we can exist at all points in time, so our past, present, and future selves exist simultaneously.Thus, a four-dimensional object is a time line.The fifth dimension contains different possible time lines depending on the choices you make or chance events. In other words, let's say you are born in New York to a middle class family, go to school, then college, study to become a doctor, become a doctor, get married, have children, and then die. That would be only one time line. In another time line, you could be born in New York to a middle class family, go to school, then college, study to become a doctor, become a doctor, but die in a car accident before you can have a wife and family. That is an entirely different time line. In yet another time line, the situation could be completely different.I hope I explained it clearly enough for you to understand.
Objects or beings from higher dimensions interacting with our three-dimensional world would appear strange and incomprehensible to us. We might perceive them as appearing and disappearing mysteriously, changing shape, or existing in multiple places at once. Our brains, accustomed to processing three-dimensional information, may struggle to perceive or explain the full extent of their presence.
All objects in our universe, including paper, are actually 3 dimensional. Paper may be very thin, but the thickness of paper is larger than zero. If it had a thickness of zero, it could not exist. But when we write on paper, we are usually using it to create pictures that are effectively two dimensional. Of course, even ink on paper, or pencil or any other writing medium still has some thickness, but we do not see the thickness so we think of it as two dimensional. In Einsteinian physics, the objects in our universe are actually four dimensional since time is also a dimension.
a four dimensional shape cannot exit within our own reality because we live and occupy space in 3 dimensions and no one can change that however we can view 4 dimensional objects in a 3 dimensional world however the object itself is not occupying space in four dimensions but emulating the way it could look in a 3-d world, a 4-d shape is one in which it would exist on 2 separate planes but only occupys one e.g the top of your stairs is also the bottom but when you get there your at the top even though you just walked down.
Higher dimensions refer to spaces beyond our familiar three-dimensional world. While we cannot directly visualize them, they are often mathematically described using concepts such as hyperspheres or tesseracts. These dimensions can help explain complex phenomena in physics and mathematics that go beyond our everyday experiences.
In physics and mathematics, the fourth dimension typically refers to a theoretical dimension beyond the three dimensions of space (length, width, height) that we are familiar with. It is used to describe complex concepts like time or in theories of higher dimensions such as in string theory. The idea of a fourth spatial dimension beyond the three we experience is purely theoretical and has not been directly observed.