No. Measurement units are defined by and conversely. So the same units necessarily means same dimensions.
Yes they must be in the same units of measurements.
No. The same quantities in different units.
no
what is it
Its an inequality
If you intend 'dimensions' to mean units then whenever the two quantities are to be operated on each other then they must have the 'dimensions', refer to dimensional analysis
No, a quantity cannot have units and still be dimensionless. The dimensions of a quantity are determined by its units, so if a quantity has units, it has dimensions. Dimensionless quantities are those without any units.
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.
Yes they must be in the same units of measurements.
No, it is not true.
In physics, dimensions refer to the physical quantities such as length, time, and mass that are used to describe the properties of objects and phenomena. These dimensions are fundamental in defining and measuring various physical quantities. The dimensions of a physical quantity help in understanding how it relates to other quantities and how it can be expressed in terms of basic units.
No. The same quantities in different units.
we answer quantities precisely by using measuring tools like rulers, and meter sticks :)
ratio that compares 2 quantities measured in diiferent units
ratios
rate
if they have same units they must have same dimensions . but thy can have different units even if they have same dimensions i hope it helps :