) Considering only the light that leaves the object and travels first toward the mirror, locate the final image formed by this system. (Give the magnitude of the image distance in cm, and select its location with respect to the lens.) image distance image location -Select-- cm

The mirror equation relates the object distance, d0, the image distance, di, and the focal length, f, of a mirror as1 / d0 + 1 / di = 1 / fWhile in other topics, distance and length are strictly non-negative, in optics we introduce the following sign conventions: Object distance is positive for a real object and negative for a virtual object. Image distance is positive for a real image and negative for a virtual image. Focal length is positive for a converging mirror and negative for a diverging mirror (a) Select the best choice to complete this statement. A real object placed in front of a converging mirror creates a real image  under all circumstances. under no circumstances. when the object is between the focal point and the mirror. when the object is farther than the focal length from the mirror. (b) Select the best choice to complete this statement. A real object placed in front of a diverging mirror creates a virtual image  under all circumstances. under no circumstances.…

The lens and mirror shown in the figure below are separated by d-100 m and have focal lengths of +750 cm and -50 0 cm, respectively An object is placed at p-100 m to the left of the lens Object Lens IHI -1.00 m- Mirror What is the position of the final image formed by light that has gone through the lens twice? Choose What is the overall magnification of the image? Is the image upright or inverted? Choose Choose...

Using a thin bi-convex lens (f = 10 cm) an image is generated that is twice as large as the small object. a) Calculate the object distance as well as the image distance if the image is upright. b) Sketch the optical path of the system indicating the central ray, the parallel ray as well as the focal ray.

Determine the image distance and size for a 10.00-cm tall object placed a) 60.0 cmb) 10 cm from a concave mirror having a focal length of 30.0 cm. Draw light ray diagrams for each case.

Please asap

A lens forms an inverted, double-sized image of an object placed 9 cm away. Calculate the focal length of the lens.(Give your answer in centimeters)

a) You are holding a convex lens at arm's length and looking at a distant street-light. You observe the up-side down image of the street light to be on your side of the lens and 60.0 mm from the lens. You then train the lens on your study lamp. If your study lamp is 100.0 mm from the lens, how far will the image of the lamp be from the lens (in mm)?   b)If your study lamp bulb is spherical of diameter 27.0 mm, what will be the diameter of its image (in mm)?

An image is located 346 mm behind a 204 mm focal length lens. A) Find the object distance. B) Find the magnification of the image. C) Is the image upright or inverted? factor of 4 or when you place it 8.0 cm behind a lens the

Using Ray Tracing Method and Mathematical Method, locate the image of a 2-cm object if placed on the following distances from a diverging lens with 3-cm focal length: 3 cm from the optical centermake a graph and mathematical methoduse ophysics for the graph (concave conves lenses)