The Center of curvature is 2 times the focal length.
By the way this is a physics question.
This is a Zoom lens with a focal length of between 75 and 300 mm.
Applied to focusing lenses and mirrors, including telescopes, binoculars, and cameras, the focal ratio or 'F-number' is (the focal length of the lens or mirror) divided by (its aperture or diameter)
The answer is C hexagon
you must multiply the two lenses getting a total of 150X
It decreases it.
Curvature and focal length are inversely related. A shorter focal length corresponds to more curved surfaces, while a longer focal length results in flatter surfaces. This relationship is seen in various optical systems like lenses and mirrors.
This is a Zoom lens with a focal length of between 75 and 300 mm.
The curvature of the lens surfaces and the refractive index of the material the lens is made of determine the focal length of a lens. Thicker lenses with more curved surfaces have shorter focal lengths, while thinner lenses with less curved surfaces have longer focal lengths.
Convex lenses have shorter focal lengths than thin convex lenses because they are thicker and have a higher refractive index, which causes light rays to converge more quickly. This results in a shorter focal length and a more powerful focusing ability.
Besides the curvature of the lens, the refractive index of the material the lens is made of determines the focal length. The refractive index affects how light rays bend as they pass through the lens, ultimately determining the focal point.
Thick concave lenses have shorter focal lengths than thin concave lenses. This is due to the increased curvature of the lens surfaces in thick lenses, which causes light rays to converge more quickly to a focal point.
No, the focal length of a lens depends on its shape and material properties rather than its curvature. A more curved lens may or may not have a smaller focal length depending on the specific design and purpose of the lens.
Modern microscopes use a combination of objective and eyepiece lenses to bend light through refraction. The objective lens collects and refracts light from the specimen, while the eyepiece lens further enlarges the image for the viewer. By manipulating the curvature and thickness of these lenses, microscopes are able to magnify the image of tiny objects for observation.
Magnifying lenses and contact lenses are curved to alter the path of light rays passing through them. The curvature of the lens causes incoming light rays to converge or diverge, depending on the focal length of the lens, which enables the lens to bend the light rays and focus them onto a single point, resulting in magnification or correction of vision.
The focal length of a telescope is dependent on the design and specifications. It cannot be determined solely based on the objective lens size. The focal length needs to be provided by the manufacturer or measured using specific techniques.
Yes, a flat clear object can magnify if it has a specific shape or curvature, such as a magnifying glass or a lenses. The curvature of the object helps to focus light rays, resulting in magnification.
The focal length will be greater in a thin convex lens compared to a thick convex lens. Thinner lenses have less curvature, causing light rays to converge more gradually and thus increasing the focal length.