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If the 1st 2nd and 3rd dimensions can be measured in distance units can the 4th dimension or time be measured using the same units?
Carlmarz10
No - because time is measured in seconds, not linear distance.
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∙ 13y ago
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Definition of linear dimension?
For example, on a number line (which is one dimensional object), we measure the distance of two points in units. For example, the distance between 2 and 4 is 2 units. Any nth side of a polygon, can be measured by using linear units, such as cm, in., ft, km, etc. The circumference of a circle, the length of an arc, also are measured by linear units. A unit that is used to measure the distance between two points, is called linear dimension.
Why are lengths measured in linear units?
Because length is one dimension, thus it's measured in linear units.
What are the four dimensions of Space Time?
The four dimensions of Space Time are one real dimension r=ct and three vector dimensions Ix + Jy + Kz. All the dimensions have units of meters. The idea of a dimension of time is an historical artifact.
Why is volume in cube units?
Because volume has three dimensions: A line has one dimension: length An area has two dimensions: length and width Volume has three dimensions: length, width and depth.
Why is volume measured in cubed units?
Volume measures three dimensions: length, width, and height.
What is the dimension of volume?
The volume of an object has three dimensions and when all three dimensions are multiplied together the product is called the volume which is measured in cubic units.
Dimension analysis for velocity?
Dimension analysis for velocity involves examining the units of the variables involved in determining the velocity of an object. Velocity is typically measured in units of distance per unit time (e.g., meters per second or kilometers per hour). By analyzing the dimensions of the variables affecting velocity (such as distance and time), you can ensure that the units are consistent and the calculation of velocity is accurate.
What is dimensions of physical quantity?
Physical quantities can have dimensions, which represent how they are measured or expressed in terms of fundamental units like length, mass, time, etc. These dimensions help in defining and comparing different physical quantities. For example, the dimension of speed is [Length] / [Time] as it is defined as the distance traveled per unit time.
What is the dimension for torqe?
The dimension for torque is force multiplied by distance, expressed in units of newton-meters (N·m) or foot-pounds (ft·lb). In terms of base SI units, torque is measured in Newton meters.
Definition of linear dimension?
For example, on a number line (which is one dimensional object), we measure the distance of two points in units. For example, the distance between 2 and 4 is 2 units. Any nth side of a polygon, can be measured by using linear units, such as cm, in., ft, km, etc. The circumference of a circle, the length of an arc, also are measured by linear units. A unit that is used to measure the distance between two points, is called linear dimension.
Why the mass is dimensionless?
The mass is not dimensionless; it is a fundamental physical quantity that describes the amount of matter in an object. Mass is typically measured in units such as kilograms in the International System of Units (SI).
Why are lengths measured in linear units?
Because length is one dimension, thus it's measured in linear units.
Does a quantity have different dimensions in different systems of units?
No. The dimensions are: Mass, Length, Time, and Charge. They transcend the systems of units. For example, speed will always have the dimensions of (Length)/(Time), regardless of the system of units.
What is the area 3 x 4.3?
If the value of "3 X 4.3" given are measurements of the sides of a rectangle and are both in the same dimension of length, then the area is 12 square units of the length units specified for the given dimensions. Questions asking for area should always have a specification of the linear units in which the dimensions of the area are measured.
What is the dimension of moments of force?
Moments of force are typically described in units of torque, which have dimensions of force times distance. Therefore, the dimensions of moments of force can be expressed as distance multiplied by force, such as in Newton-meters (Nm) or foot-pounds (ft-lb).
What are the units the distance can be measured in?
The four units that distance can be measured in are . . .inchesmetersyardskilometersmilescentimetersfeetparsecsmillimetersfurlongsastronomical unitsnanometersSmootsleagueslight yearsThere are also some others.
How do you convert dimensions to micrometers?
There is no such specific length as a dimension. Therefore, the two units are incompatible.
