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The focal point of a concave lens is the point where light rays parallel to the axis seem to diverge from after passing through the lens Even if the initial parallel rays weren't perfectly aligned in a plane perpendicular to the axis, their converged portions at f will all lie within the focal plane. The distance from the lens to this point is called the focal length of the lens.

The larger the object distance, the more insignificant is the difference between focal length and image distance The focal plane, a plane perpendicular to the principal axis passing through f, captures this convergence beautifully Better is to use a source of light that resembles a point source, such as the tip of an optical fiber, and place this at the focal length of a second lens so that a collimated beam is produced.

To see an object, its light rays have to meet on the retina in the focal point

But the focal point is a small white dot Basically nothing would be distinguishable and the retina would burn becaus. The distance for the lens or lens set to converge an incoming parallel beam to a single point For a diverging lens or set extend the diverging rays backwards until they converge on the optic axis

A slight deviation from parallel makes the intersection switch from one side to the other If you want the image and object to be at the same place on the optical axis, the object should be located at the centre of curvature. Is the radius of curvature of a convex or concave lens longer than the focal length of the lens Does the center or curvature affect the focal point in a lens?

I am trying to figure out where is the focal point and where is the image

I read some information online about the point where you see the image is the focal point, but however, my supervisor ment. The focal point of a spherical mirror is defined as the focal point of rays which hit the mirror close to the optical axis, where the sphere is well approximated by a paraboloid, and it coincides with the focal point of that paraboloid. Shouldn't this produce a single dot of light on a screen placed at the focal.

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