2. What value did you calculate for the index of refraction of the acrylic block in Part 2? How does your value compare to the accepted value of 1.50? Calculate the percentage error. Different materials have distinct indexes of refraction. Explain how you might identify a material based on experiments like this one. Mention at least one of the difficulties in identifying materials based on their indexes of refraction.
"What value did you calculate for the index of refraction of the acrylic block in Part 2?" Did you try the calculations in this activity? What did you get?
I tried to do it but i didnt understand the experiemnt
Sorry, I can't be of much help here. To answer this question you have to be able to get to the point where you calculate the value of the index of refraction.
Well i did get a value of 2.31 when id did it could i use that?
This value of n seems much too high for acrylic. Check your calculations.
its suppose to be closer to 1.50? that's what i though but let me check my work
I looked it over and I think that 1.64 is it @ghuczek
@bohotness @danish071996
@shamim
@TuringTest @Nnesha @tkhunny @inkyvoyd
yeessss
can you help me please?
yes
do you want me to post the question again?
i wil try and yes
2. What value did you calculate for the index of refraction of the acrylic block in Part 2? How does your value compare to the accepted value of 1.50? Calculate the percentage error. Different materials have distinct indexes of refraction. Explain how you might identify a material based on experiments like this one. Mention at least one of the difficulties in identifying materials based on their indexes of refraction. I got 1.64 as my value
:d and you tighy love xd
what?
rohgt
can you help?
yea
yay great thanks so much lets get started xD lol
XD
so whats first?
okay and your answer yyyou have is right
how do i ccalcualte the percentage error?
mhm
??
You calculate it with the following equation: \[ percent \space error = {|actual-theoretical| \over theoretical} \times 100\]
Where "actual" is your measured value and "theoretical" is the value you expect it to be. The vertical lines in the equation mean you need to find the absolute value of the difference, so just take the positive of whatever number you get. And @bohotness...you ok? :P
yes
hy
I got it thank you
Join our real-time social learning platform and learn together with your friends!