00:01
Okay, so for this problem, the distance, but it's a two slit interference, i guess.
00:06
And so the distance between the slits, i'm going to say, is around two centimeters.
00:12
And it's asking basically what angle? so we're going to use d, sine of theta, bright, equals m times r, lambda.
00:40
So calculating like what that angle would be, if we, if we take that sine theta bright equals, we'll do the 1 times lambda and 2 times lambda, but it would be m, and we'll just do 632 .8 nanometers divided by 2 times 10 to the negative second for centimeters.
01:13
Okay.
01:14
And so at m equals 1, that theta would be around 0 .00143 degrees.
01:26
And for m equals 2, that angle would be 0 .00286 degrees.
01:34
So not really measurable with a protractor...