How did the focal length obtained from the intercept compare with that obtained from the distant object?
Slope of graph= -1 Focal length from intercept = 10 cm
Intercept of graph= 0.1 Focal length from distant object (find this value)
Table 2: Converging (Convex) Lens |
|||
Object distance, s (cm) |
Image distance, s’ (cm) |
1/s (cm)-1 |
1/s’ (cm)-1 |
12 |
45 |
0.08 |
0.02 |
15 |
31 |
0.07 |
0.03 |
20 |
20 |
0.05 |
0.05 |
25 |
17 |
0.04 |
0.06 |
30 |
15 |
0.03 |
0.07 |
How did the focal length obtained from the intercept compare with that obtained from the distant...
Note: The lens/mirror formula is : 1/f= 1/s + 1/s’ Analysis Questions: Plot a graph of 1/s (x-axis) vs. 1/s’ (y-axis). 2. Rearrange the lens equation as 1/s’= -1/s + 1/f and compare with y=mx+c. Record the slope and intercept. From the intercept, find f. 3.. How did the focal length obtained from the intercept compare with that obtained from the distant object? Slope of graph …………………… Focal length from intercept ……………… Intercept of graph ………………. Focal length from distant...
1. A 4.00-cm tall object is placed a distance of 48 cm from a concave mirror having a focal length of 16cm. Determine the image distance and the image size. 2. A 4.00-cm tall object is placed a distance of 8 cm from a concave mirror having a focal length of 16cm. Determine the image distance and the image size. 3. Determine the image distance and image height for a 5.00-cm tall object. placed 30.0 cm Infront of from a convex mirror...
rating! Question 2 (10 Points) Physics 132 students of a local college performed an experiment to determine the focal length of a converging lens. During the experiment, the students placed an illuminated object in front of the converging lens and captured a real image on a screen on the other side of the lens. They tabulated their results as shown in table 1.0 below. They plotted a graph of 1/d, (cm') on the vertical versus 1/do (cm2) on the horizontal...
An object is placed 18 cm from the center of a converging lens of focal length 6 cm. 1) What will be the distance of the image from the lens? (cm) 2) What is the magnification of the image? 3) The object is moved. The image is now 10 cm away from the lens. How far is the object from the lens? (cm)
(a) The relation between the object distance S, the image distance S' and the focal length f of a lens producing a real image is given as 1 1 1 S S This is called the Gaussian form of the thin lens formula. Another form of the formula, the Newtonian form, is obtained by considering the distance x, from the object to the first focal point and the distance x; from the second focal point to the image. Show that...
2) Find the focal length of a converging lens which produces a real image a distance of 13.9 cm opposite that of the object, when the object is placed 20 cm from the lens.
An item is 20 em from a lens with a focal length of +12 em (convex lens). How far away must the screen be to produce a focused image, and what is the magnification of the image? Draw a rough picture of where the image is in relation to the object and the lens. 1. An item is 8 cm from a lens with a focal length of +12 cm (convex lens). Where does a focused image form? Can it...
A small object is placed 25.0 cm from a converging lens of focal length 40.0 cm. The object is to the left of the lens. Where is the image? A- 17cm to the right of the lens B- 25cm to the left of the lens C- 17 cm to the left of the lens D-25 cm to the right of the lens E-67cm to the right of the lens F-67 cm to the left of the lens A small object...
An object is placed 20 cm from a converging lens with focal length 15 cm. A concave mirror with focal length 10 cm is located 75 cm to the right of the lens asshown in the figure. Note: The figure is not drawn to scale. A)Determine the location of the final image.B)If the height of the object is 1.0 cm, what is the height of the image?thanks!
A Galilean telescope is made with a 40 cm focal length objective lens and a -10 cm focal length eyepiece. As is typical, the separation between the lenses is the sum of the focal lengths, i.e. 30 cm. Usually this telescope would be used to view far distant objects, but suppose the object viewed is only three focal lengths (120 cm) distant from the objective lens (a) On the figure above, sketch the principal rays that determine the size and location...