Regents Problems Best Solution

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SUMMARY

The forum discussion focuses on solving Regents exam problems, specifically addressing questions related to physics concepts such as adiabatic processes, resistance, and wave properties. Key equations mentioned include U = C_v (300-275) for energy calculations and R = ρL/a for resistance. Participants express challenges in memorizing constants and seek more efficient problem-solving methods, particularly for computationally intensive tasks. The discussion highlights the importance of understanding the relationship between frequency, wavelength, and speed of light in different media.

PREREQUISITES
  • Understanding of adiabatic processes in thermodynamics
  • Familiarity with resistance calculations using R = ρL/a
  • Knowledge of kinematic equations, specifically v = at + v_o
  • Basic principles of wave behavior, including frequency and wavelength relationships
NEXT STEPS
  • Research the properties of adiabatic processes in thermodynamics
  • Study the derivation and applications of the resistance formula R = ρL/a
  • Explore advanced kinematic problem-solving techniques to reduce computational intensity
  • Investigate the principles of wave optics, focusing on the relationship between frequency, wavelength, and speed in different media
USEFUL FOR

Students preparing for the Regents exam, physics educators, and anyone seeking to enhance their understanding of thermodynamics, wave properties, and efficient problem-solving strategies in physics.

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Homework Statement


Problems in pics from regents site.
prob1.JPG


prob2.JPG


prob3.JPG


Homework Equations

The Attempt at a Solution


16 and 17--
16--
U = C_v 300-275 but how do i find C_v
17 ---is zero from properties of adiabatic process.

23 How am I supposed to know its 4 without memorizing the resistance
i know R = rho L/a but I would have to memorize rho.

6 ---it has to be 3 because of maximum magnitude = 718 and 43----Same as 23 ---

I use v= at + v_o to find half of time in air above horizontal from starting point
for both balls then
used x= 0.5 g t^2 to find the rest of the time and then figured out ratio
but this way is very computationally intensive is there a better way.

30-- am I supposed to know an equation for n(lambda)

19--- same as 23

29-- the frequency stays the same but why?
 
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Does anyone know why the frequency stays the same as light passes through a medium but the wavelength and speed change?
 

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