2. A1 cm tall Christmas light is 2 cm from a spherical, reflecting ornament which has...
A reflecting, spherical Christmas tree ornament has a diameter of 5.0 cm. A child looks at the ornament from a distance of 23 cm. Describe the image she sees. Where is the image located? cm Is it real or virtual? Is it upright or inverted? Is it magnified, same size, or reduced?
A spherical silver Christmas tree ornament, 14 cm in diameter, acts as a mirror. (a) Are the images one sees in it real or virtual, upright or inverted? (Select all that apply.) (b) Find the image height of a man 1.9 m tall, standing 3.7 m from the ornament.
An 3.85 mm -tall object is 21.5 cm from the center of a silvered spherical glass Christmas tree ornament 6.25 cm in diameter. What is the position of its image (measured from the center of the ornament)? What is the height of its image?
An 3.80 mm -tall object is 24.0 cm from the center of a silvered spherical glass Christmas tree ornament 6.00 cm in diameter. What is the position of its image (measured from the center of the ornament)? What is the height of its image?
An 3.65 mm -tall object is 23.5 cm from the center of a silvered spherical glass Christmas tree ornament 6.05 cm in diameter. Part A: What is the position of its image (measured from the center of the ornament)? Part B: What is the height of its image?
An object is 23.5cm from the center of a silvered spherical glass Christmas tree ornament 6.35 cm in diameter. A) What is the position of its image? s'=? B)What is the magnification of its image? m=?
1.) A Convex spherical reflecting mirror has an object distance (p)-+22 cm and a focal length (f) of 35 cm. a.) What is the radius of curvature (r) for the mirror? (3 points) b.) How far (i) is the image from the mirror? 3 points) c.) What is the magnification (M) of this mirror? (2 points) d.) Is the image real or yirtual? (2 points) e.) Is the image inverted or erect? (1 point) f) Does the image appear in...
A 0 cm tall object is placed 10 cm away from a concave mirror that has a 4.0 cm focal length. Calculate the: Image distance Image Height Magnification A 1.0 cm tall object is placed 5 cm away from a biconcave lens that has a 10.0 cm focal length. Calculate the: Image distance Image Height Magnification Using the optics as configured in #5 & #6, Draw a ray-tracing diagram, with all principle rays. What is the nature of the image?
1)A 21.0 cm tall cup is placed 77.3 cm away from the center of a concave mirror with a focal length of 47.0 cm . What is the height of the cup's mirror image in cm? 2)Gwen sees her image in a reflective, spherical tree ornament that has a diameter of 8.7 cm.8.7 cm. The image is upright and is located 1.2 cm1.2 cm behind the surface of the ornament. How far LL from the ornament is Gwen located cm?...
5) A 2 cm tall postage stamp is placed 20 cm in front of a concave spherical mirror with a radius of curvature of 60 cm. Feel free to use the diagram below to sketch the ray diagram (optional, not required) 5 cm Location of mirror (10 points) Calculate the image location and the image size.