How far behind the lens is the screen

Reference no: EM13704110

Solve the all parts of given question:

Question: A 4.6 cm long insect is perpendicular to the optical axis of a thin lens; the bug is 6.7 cm away from the lens. The lens forms an inverted image of the insect which is 1.1 cm long on a screen behind the lens. (Use three significant figures.)

Part A: How far behind the lens is the screen?

Part B: What is the lens' focal length (pay attention to sign)?

Part C: If the insect were instead only 0.22 cm from the lens, what would the image distance be (pay attention to sign)? cm

Part D: Could the new image be projected on a screen?

I understand the question and have the diagram all drawn out but I am not sure about how to find the answers for above question.

Reference no: EM13704110

Questions Cloud

Determine what is the speed of the train : A 75meter long train car accelerates uniformly from rest. What is the speed of the train when it passes the railway work

How fast must the mass have been moving initially : If all of this work is supplied by the initial kinetic energy of the fluid mass, then how fast must the mass have been moving initially

Confidence interval and hypothesis test : Carbon Monoxide (CO) is a colourless and odourless gas. Even at low levels of exposure, carbon monoxide can cause serious health problems. A home is considered safe if the mean CO concentration is 5.0 parts per million (ppm) or lower. We tak..

What is the volume of steam produced : When we finish we have the same amount of water at 120 degree C, at standard pressure. What is the volume of Steam produced

How far behind the lens is the screen : A 4.6 cm long insect is perpendicular to the optical axis of a thin lens; the bug is 6.7 cm away from the lens. How far behind the lens is the screen

Calculate the mean play times c of these songs : Davids ipod has about 10000 songs.the distribution of the play times for these songs is heavily skewed to the right with mean of 225 seconds and a standard deviation of 60 seconds. Suppose we choose an srs of 10 songs from this population and ..

Construct 90% and 95 % confidence intervals : Construct 90% and 95 % confidence intervals for the population proportion. Interpret the results and compare the widths of the confidence intervals. If convenient, use technology to construct the confidence intervals.

Investing in u.s. treasury notes : Investing in U.S. Treasury notes (T-notes) can produce interest income. However, investors can face risk of capital losses when selling Treasury securities because of changing market interest rates over time. The following contains some weekly ..

The level of confidence and the data from independent sample : Construct the confidence interval for μ 1 -μ 2 for the level of confidence and the data from independent samples given. a.95% confidence, n 1 =110 , x - 1 =77 , s 1 =15 n 2 =85 , x - 2 =79 , s 2 =21

User Account

All Pages