

All the details I have been
given. NO more info provided!!!

All the details I have been given. NO more info provided!!! For each of the following...
please provide explaination because i have hard time understand
this problem
The same object (height = y) is placed at several different distances s to the left of the same lens (focal length = f). For each case, draw the 3 principal rays to locate the image. Then use the "thin lens" equations to calculate: • the image height y' (in terms of y) • the image distance from the lens s' (in terms of s and f) • whether...
For each of the following descriptions: Draw the 3 principal rays to locate the image. Then, using your drawing Give the image height in centimeters Give the image distance from the lens in centimeters 7) An object is placed 6 cm to the left of a converging lens that has a focal length of 3 cm. 8) An object is placed 3 cm to the left of a converging lens that has a focal length of 9 cm. 9) The...
Problem 1: Ray tracing with a converging lens A 17 cm high object is located 50 cm away from a converging lens with a focal length of 30 cm. The drawing below is to scale (but is not necessarily at a scale of 1:1). A. Draw a ray diagram to find the image, including the height and orientation of the image: you only need to draw 2 of the special rays, but you can draw more if you'd like. Use...
Diverging & Converging LENS
The same object (height = y) is placed at several different
distances s to the left of the same lens (focal length = f). For
each case, draw the 3 principal rays to locate the image. Then use
the “thin lens” equations to calculate:
• the image height y' (in terms of y)
• whether the image is real or virtual
• the image distance from the lens s' (in terms of s and f)
•...
(a) An object is placed 7.5cm from a converging lens having a 5cm focal length. Use ray tracing to get the image and measure image distance. Describe the image from your drawing (upright/inverted, real/virtual, bigger/smaller). Please use ruler to get as accurate as you could (b) Use the lens equations to calculate the location of the image and its magnification. Describe the image from your calculation (upright/inverted, real/virtual, bigger/smaller).
C. Producing virtual images The eyepiece of a microscope produces a virtual image to be viewed by the eye, i.e. the rays of light that form the final image diverge from the lens and appear to come from a location behind the eyepiece lens (the image appears to be behind the lens). 1. Make a ray diagram for a converging lens (focal length f) with the object at a distance s < f.
Remove the rays from the simulation by clicking on them and then pressing Delete. Place a Point Source at (60,180) by clicking Point Source under Tools, then clicking the simulation at (60,180). Note that the location at which the rays converge is the same as it was using the principal ray method. This is, in fact, why we use the principal ray method: it generates the convergence point using comparatively few lines. As we know from Huygens's principal, every point...
Could someone please help complet Table 1 and Table 2
Lab 12 Concave and Convex Lenses PHYS 1110L Conceptual Physics Lab Name: Date: Results:-- -(90 pts max) OBJECTIVES To demonstrate the formation of images from convex and concave lenses. To identify the type of image formed by convex and concave lenses. - To confirm the lens equations. PART 1 CONVEX LENS 1. Open GOOGLE CHROME or other compatible browser and DISABLE all BROWSER POP-UP BLOCKERS 2. Go to PhET Simulations...
this is what they gave us
4. Use the focal length you found in (3), complete the table below and check your work in the simulation. Object Distance (p) Image Distance (9) Magnification Nature of the image (Real or (m) Virtual/upright or inverted) 190 cm 120 cm 90 cm 60 cm 30 cm Online Lab #9 3. Verify the focal length of the lens: a. Set the refractive index (n) to 1.5 and the radius of curvature (R) to 0.6...
5. (8pts) An object 2cm high is placed 5cm in front of a convex mirror with a focal lengti of 3cm. (1) Calculate the image position, image height and the magnification. (2) Describe the image (upright/inverted, real/virtual, bigger/smaller).(3) Draw ray diagram to locate the image (note: your drawing image should agree with your (2) answers). Please use ruler.