farther then f from the lens
if ur asking what is the position of the object, you can use this formulas 1/f = 1/di + 1/do f: Focul length (14 cm) di: Image Distance (27 cm) do: Object distance (?) Object Distance ( do) = 4.69 cm
The size (diameter) of a lens does not determine its focal length. The amount of curvature of the lens does. Citing a diameter for a lens doesn't help us find the focal length. Lenses are ground to specifications that allow short or long focal length. The more curved the lens, the shorter the focal length. You can see this if we specify a given curvature and then start to "flatten" the lens. The focal length will get longer and longer as the lens is flattened. When the lens is flat (has to curvature) the lense has an infinite focal length, just like a piece of flat glass.
The ocular unit, which refers to the eyepiece in a microscope, remains constant in size regardless of the magnification level. As you increase magnification, the objective lens brings the specimen into closer focus without changing the size of the eyepiece. The ocular unit only magnifies the image produced by the objective lens, but does not physically change in size.
A P may appear green due to chromatic aberration – a phenomenon where the eye's lens fails to converge all colors to the same focal point. This can result in a distortion of colors perceived by the viewer.
Lenses with thick centers and thin edges are called convex lenses. They converge light rays towards a focal point, which allows them to focus light and produce real images.
An inverted and smaller real image is produced by a converging lens when an object is placed twice as far as the focal point. The image is located between the focal point and twice the focal length from the lens.
if the focal length is greater than the object distance from the lens
The location and size of the image produced by a converging lens are determined by the object distance and the focal length of the lens. The image is formed on the opposite side of the lens as the object when the object is beyond the focal point (real image), and the size of the image depends on the object distance and focal length according to the lens formula.
10cm
The focal length of a converging lens is the distance from the lens to the point where light rays converge after passing through the lens.
Using the lens formula (1/f = 1/do + 1/di) and the magnification formula (m = -di/do) where m = -4, you can solve for the focal length (f). Given the object distance (do = -15 cm), you can calculate the focal length to be 10 cm.
When the object lies within its focal length then no real image can be produced
After passing through a converging lens, a focal ray from an object will proceed through the focal point on the opposite side of the lens.
C: virtual, upright, and larger than the object
The object can't be seen at the focal point of a converging lens. This is because light rays from the object are focused at the focal point and don't diverge to form a real image.
If an object is inside the focal point of a converging lens, the image will be virtual, upright, and magnified.
A converging lens brings an object inside its focal point into focus by refracting light rays that are parallel to the lens axis. These light rays converge at the focal point, creating a clear and focused image of the object.