Launch your own simulation and explain what happens and draw the diagram below. For example, if an object is at 2F in a convex lens, the image will be real, inverted, the same as the size of the object. a. When an object is placed between F and 2F (Convex lens)
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- Please help me solve the following. Do the following images show Real, or Virtual images? Do keep in mind that some of these can have both Real and Virtual images.Below is a compound microscope. A) Find ine image location using geometrical optics (assume thin lenses, draw your lines on the figure below). B) What are the image features (inverted or not, magnified or not, real or not)? C) Calculate the final image location using the thin lens equation (d,'). D) What are the magnification (M) of this microscope and final image size (h;')? E) Where should you put a digital camera if you want to capture and save the image on your computer? L1 L2 2f, f1 f, 2f2 f2 f2 h,=-1.26 cm d,=4.05 cm x=9.35 cm f,= 2.36 cm (objective) f2= 5.42 cm (eye piece)Help please, Show your complete (step-by-step) analysis and solution, with the appropriate equations and/or diagrams. Thank youu! 6. Light travels from air and enters into an equilateral triangular glass (index of refraction of 1.52) at an angle of incidence of 40°. Trace the path of the ray of light from one side of the prism to the other. Indicate where to measure the angles of incidence and refraction, and angle of deviation.
- (a) The graph below was produced from the data of a thin lens. By analyzing it, what can we saysay about its characteristics, i.e., convergence/divergence and focal length? Explain your reasoning.(b) A thin lens is used to project an image onto a screen. If we cover the right half of the lens,what happens to the projected image? Explain.Explain the following optical phenomena using appropriate diagramsA. Dispersion of lightB. Total internal reflectionThe goal of this exercise is to construct the best rectangular prism containers by a company. 1. The first container they construct will be used to ship baseballs. It will have a width of x ft, a length of (x + 6) ft and a height of (x- 2) ft. Its volume will be 455 ft 3. Write a function V for the volume of the container. Then find one possible width for the container. Explain. 2. Are there any other possible widths for the container? Explain.
- Use the worked example above to help you solve this problem. A man 1.90 m tall stands in front of a mirror and sees his full height, no more and no less. If his eyes are 0.15 m from the top of his head, what is the minimum height of the mirror? m EXERCISEHINTS: GETTING STARTED | I'M STUCK! Use the values from PRACTICE IT to help you work this exercise. How large should the mirror be if he wants to see only the upper 50% of his body?d = mMIRROR/LENS EQUATION 1. Suppose that the height of the object is 3.00 cm at 20.0 cm from the concave mirror. What are the height and the distance of the image from the mirror if the focal length is 10.0 cm? 2. What is the local length of a convex mirror that produces an image that appears 20.0 cm behind the mirror when the object is 35.0 cm from the mirror? 3. Complete the given table. Show your solution. ( The table is provided in the picture.) Please answer question nos. 1, 2 and 3. Thank you!!Magnifying glass. Strained vision. The figure below shows a ray diagram of a simple magnifying lens. Lets’ consider first strained vision, i.e. assume that the image is at the near point N of the eye. a) On diagram (a) leaf is viewed through a magnifying glass. Where should you place the leaf to see the image at distance di = N (near point, 25cm)? Write down the expression for do in terms of di and N b) Determine its magnification M = θ / θ’ . Give your answer in terms of do and N (Hint: consider relevant triangles) c) Determine its magnification M = θ / θ’ in terms of the focal length f and N.
- in step 1 why is the image distance -4 cm?Solve and show the solutions by I. Analytical Method - using Lens/Mirror Equation and II. by Graphical Method - Ray Tracing (Indicate your own scale). An object O of a certain height is placed at a distance of 10 mm away from a convex lens and has a focal length of 15 mm. (Round off your final answer up to 2 decimal places.) 1. Where will the image I of this object appear? 2. Determine the magnification. (Round off your final answer up to 2 decimal places.) 3. Describe the image I according to its: a.) size b.) position c.) natureProvide an answer in problem below. Zoom in the picture in order to see it clearly. Thank you in advance.