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You need to know the refractive index, I know that. In my case it is 1.4.

2006-08-08 02:51:50 · 12 answers · asked by Daniel Black 1 in Science & Mathematics Physics

12 answers

critical angle of medium= sine inverse of the regractive index. thats it.

2006-08-08 03:42:42 · answer #1 · answered by karan tripathi 2 · 4 2

Critical Angle Formula

2016-09-30 13:14:45 · answer #2 · answered by lesiak 4 · 0 0

The formula for calculating the critical angle with n (refractive index) is: critical angle = 1 /{sin(1 / n)}

2006-08-08 03:04:01 · answer #3 · answered by kae 2 · 2 0

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RE:
How do you calculate the critical angle?
You need to know the refractive index, I know that. In my case it is 1.4.

2015-08-13 08:56:00 · answer #4 · answered by Anonymous · 0 0

snell's law

n = refractive index = 1.4

sin critical angle = 1 / n

critical angle = 1 / n then the reverse of sin

no calculator so you need to work it out for yourself.!

2006-08-08 02:56:44 · answer #5 · answered by Showaddywaddy 5 · 3 0

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1/sin c = refractive index where c is the critical angle

2016-04-01 03:27:05 · answer #6 · answered by Anonymous · 0 0

use newton's second law sum of forces on object = mass x accel of object the forces are the component of gravity down the plane and the force of friction up the plane these have magnitude: component of gravity = mgsin(theta) friction = u mg cos(theta) so we have mg sin(theta) - u mg cos(theta) = 0 (for the case before the object slides) the condition that the object slides is g sin(theta)=u g cos(theta) where the relevant u is the coeff of static friction (us) since motion has not yet begun divide through by g cos(theta) to get us = tan(theta) if us = 0.55, then theta = arctan(0.55)=28.8 degrees and this is the critical angle.

2016-03-18 07:38:24 · answer #7 · answered by Scharri 4 · 0 0

n = (1 / sin critical angle)
sin critical angle = (1/n)
sin critical angel = (1/1.4)
critical angle = 45.6 degrees

am positive!

good luck sweetie

2006-08-08 03:12:04 · answer #8 · answered by •NaNNou• 2 · 7 0

It's arcsin(n2/n1) where n2 is the refractive index of the less dense medium and n1 is the refractive index of the more dense medium. Since n2 is approximately 1, the answer in your case is approximately 45.6 degrees.

2006-08-08 03:02:51 · answer #9 · answered by Graham I 6 · 1 0

Isn't the critical angle 42º?

2006-08-08 02:56:13 · answer #10 · answered by quierounvaquero 4 · 0 5

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