Draw the ray tracing and calculate the di and m (magnification) for the following (h can be any height):
1) Convex lens, do = 9cm, f = 5cm
2) Concave lens, do = 15cm, f = -10cm
3) Concave mirror, do = 21cm, f = 5cm
Draw the ray tracing and calculate the di and m (magnification) for the following (h can...
Can you please help my find the magnification, di by ray diagram, and hi by ray diagram for each problem. Ray Diagrams Concave Mirror (Task 13) Concave Mirror h hi ho o C Magnification () object no mis)h d by ray dingram- hy by ray diagram M by ray diagram (ii) do -R-2f Concave Mirror dj by ray diagram d, using equation (1)- Percent difference in d, h by ray diagram - M by ray diagram_ M using equation (2)...
PHYS 203 Name: Ray Tracing Name: Work in pairs. Turn in one copy per pair Part A: Ray Tracing (18 pts) For each of the following situations, draw the three principle rays and find the image. Measure, f.p. q. h and h and label them below (1 "large box" 1.0 cm). Indicate whether the image is: - real or virtual upright or inverted - enlarged or reduced - in front or behind the mirrorlens No pens allowed. Draw this in...
Name: Lab: Lens Ray Tracing Exercise Physics 182 Date:_ Ray Tracing for Lenses Predict the various values for the image distance, image height and magnification as well as describe the image type, image orientation and image size for the conditions given at the top of both tables. Use the thin lens equation and the magnification equation. Part Thin Lens Equation: = Magnification Equation: m Parti beton preoah ger ranlonch of the object ditance loatons aven in the tables 1. The...
Physics 2BG Name: Due Date: Ray Tracing Activity For each situation below, draw the three primary rays and the image. State if the image is real or virtual, upright or inverted, and if it is larger or smaller than the object. I. Convex Lens a. b. C. 2 Concave Lens b. c. 3. Concave Mirror b. C.
Where would be the final image and what is its magnification? Please check my work. 3. (a) An object is placed 15 cm in front of a convex lens of focal length 10 cm. 10 cm past the first lens is a concave lens of focal length 10 cm. 50 cm past the second lens is a convex lens of focal length 20 cm. With respect to the initial object, where would be the final image and what is its...
To practice Tactics Box 18.5 Ray tracing for a convex mirror. The procedure known as ray tracing is a pictorial method for understanding image formation when lenses or mirrors are used. It consists in locating the image by the use of just three "special rays." The following Tactics Box explains this procedure for the case of a convex mirror. The diagram below shows the situation described in the problem. The focal length of the mirror is labeled f the scale...
DRAW THE RAY DIAGRAM (3 RAYS) FOR THE FOLLOWING TO DETERMINE THE IMAGE. FIND THE DISTANCE THE IMAGE IS FROM THE LENS AND THE MAGNIFICATION, IS THE IMAGE KIRTUAL OR REAL? FOR DIAGRAMS Look IN IMAGE FORMATION CHAPTER f = -5cm p= 20cm a) object f f -4cm LENS m= + VIRTUAL b) 94 f object CL f = 130cm p = 5cm -6cm m=ę VIZTUAL c) fo +20cm p=50cm c f MIRROR 9 -33.3cm Ma -0.67 REAL
2 Find the final image and total magnification by accurate ray tracing and by calculation. A diverging lens Llwith focal point F1 is to the left of a converging lens L2 of focal point F2. An arrow to the left of L1 is being observed through the two lenses. a Draw an accurate ray diagram to find the image of the arrow formed by the two-lens system. Use a ruler. Be careful. Label your first image and the final (second)...
2 Find the final image and total magnification by accurate ray tracing and by calculation. A diverging lens Llwith focal point F1 is to the left of a converging lens L2 of focal point F2. An arrow to the left of Ll is being observed through the two lenses. a Draw an accurate ray diagram to find the image of the arrow formed by the two-lens system. Use a ruler. Be careful. Label your first image and the final (second)...
Using ray tracing and the Lens Equation for all four problems, draw the location and size of the image for each blue arrow object. The focal distance for all problems is 0.10 m. The object distances are as shown. Calculate the magnification for each problem also.