How Effective Is Peer Support in Solving Homework Problems?

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Peer support can be effective in solving homework problems, as demonstrated in a discussion about a lens equation involving object and image distances. Participants emphasize the importance of including all variables and signs in equations to avoid errors. The conversation highlights the process of isolating variables and cross-multiplying to find solutions. Clarifications and corrections are provided, leading to a better understanding of the problem-solving steps. Overall, collaborative input enhances comprehension and accuracy in tackling complex homework questions.
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Homework Statement


006.jpg

If anyone can help me, i would really appreciate it! thanks:smile:

Homework Equations





The Attempt at a Solution


 
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would i do:
15.5^-1 - 2.96^-1
Ans^-1
-3.658
 
i does not equal 2.96. You've just dropped a variable, you can't do that. If M = -i/o, then i = -M*o, right? Remember there should be a negative sign in the magnification equation when you are dealing with object and image distances. Now you know what i is in terms of o, so using the lens equation and a little algebra you can solve for o.
 
1/15.5 = 1/2.96*o + 1/o

Im sorry i believe i typed that wrong the first time, i forgot the "o" after 2.96
do i find the common denominator, i am not sure what to do
 
Last edited:
Aikenfan said:
1/15.5 = 1/2.96*o + 1/o

Im sorry i believe i typed that wrong the first time, i forgot the "o" after 2.96
do i find the common denominator, i am not sure what to do

You are still forgetting the negative sign in the M equation. To find "o", you can just take it out so you will have (1/o)*(1-(1/2.96)) on the right side of the lens equation. You can then cross multiply to solve for "o".

Once you get your answer for "o", find "i". You can put them both back into the lens equation and check if they are right, since you were given f.
 
so o is equal to 0.663?
 
Last edited:
No, you're not quite finished yet. You should be at (1/15.5) = (1/o)*(0.663). Now you must isolate "o" and solve for it. You can just cross multiply, since what you have is the same as (1/15.5)=(0.663/o). Do you see what I mean?
 
when i cross multiply, i get:
15.5 (0.663)
=
10.2765
does that look correct?
 
Last edited:
Yes, I think that looks OK.
 
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