write the equation showing relation between power of lens and focal length
Answers
Answer:
The two main components are
Power of lens.
The Focal length of the lens.
Solution,
It is known that the power of a lens is equal to the inverse or reciprocal of its focal length. (power and focal length are inversely proportional to each other)
Let,
Power of a lens = p
Focal length of that = f
So, from the above mentioned theoretical discussion, we can write that,
The optical power of a lens is equal to the reciprocal of the focal length of the lens.
P = 1/f.
SI unit of power is dioptre (D) and that of focal length is meter (m).
Hence, the mathematical equation has been written.
Equation showing relation between the power of the lens and focal length:
Following are the two main components are:
- Power of lens.
- The Focal length of the lens.
Solution:
It is known that the power of a lens is equal to the inverse or reciprocal of its focal length. (power and focal length are inversely proportional to each other)
Let,
Power of a lens = p
The Focal length of that = f
So, from the above mentioned theoretical discussion, we can write that,
The optical power of a lens is equal to the reciprocal of the focal length of the lens.
P = 1/f.
SI unit of power is dioptre (D) and that of focal length is meter (m).
Hence, the mathematical equation has been written.