Controlled Variables in Exp to determine Refractive Index

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In an investigation to determine the refractive index of Perspex using a light ray box and a prism, controlled variables are crucial for accurate results. The primary controlled variable identified is the temperature of the air, as it affects air density. Additionally, the color of the light used is significant, since different wavelengths can yield varying refractive indices. Maintaining consistent light intensity and ensuring the light source remains stable are also important to control. Properly noting these variables is essential for the integrity of the experiment and the final report.
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Homework Statement


My question is very basic, yet one which has become increasingly frustrating.
I am doing an investigation into determing the refractive index of Perspex for an assignment. To do this I am using a light ray box to shine a ray onto a rectangular perspex prism, and then using a pencil to trace out the path of the light ray. Then using a protractor to find the angles of incidence and refraction...before putting it into snell's law to give me the refractive index. My question is What would the controlled variables be in this experiment?



Homework Equations


BTW, I'm using the equation:

sin i/sin r = n

to find refractive index (being n in this case)


The Attempt at a Solution



Back to my problem.
The only controlled variable I can come up with is the temperature of the air; as cold and hot air density varies. I cannot think of anymore and I need to clearly state them as part of this assignment. Any ideas?

Thanks for any help. This is a wonderful forum which I'm sure I will be using in the future as I'm doing high school physics through distance education.
 
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Temperature is one thing but you can not control it two much. You are not supposed to freeze or boil yourself during an experiment. Nevertheless, you have to note the temperature in your report.

The controlled parameter really counts is the colour of light. If white light is incident on the prism, you will notice that the refracted light is decomposed to colours of rainbow: the angle of refraction is different for different colours, and so is the refractive index. It depends on the frequency (or vacuum wavelength) of light.

ehild
 
k thanks for that
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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