ONE QUESTION AT A TIME ...................PLEASE ABIDE BY THE RULES
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1) At point A,
the intensity of light will decrease by half,
so,
I = Io / 2
At point B
Using Malus' law
I = (Io / 2) cos 2 60
I = 0.125 Io
At point C
I = ( 0.125 Io ) cos 2 30
I = 0.09375 Io
1. Natural light of intensity I, is incident on a set of polarizing filters as shown....
Unpolarized light of intensity Io is incident on three polarizing filters. The axis of the first is vertical, that of the second is 40.0° from vertical, and that of the third is horizontal. Part A What light intensity emerges from the third filter? ΠΙ ΑΣΦ ? 0.15 · 10 Submit Previous Answers Request Answer X Incorrect; Try Again; 5 attempts remaining
You shine unpolarized light of intensity I, through a set of a polarizing filters as shown below. Find the angle e given that the final intensity, Ifinal, you measure is 40% of the initial intensity I.. e I final
You shine unpolarized light of intensity I, through a set of a polarizing filters as shown below. Find the angle given that the final intensity, Ifinal, you measure is 40% of the initial intensity Io. 0 1. I final
You shine unpolarized light of intensity I, through a set of a polarizing filters as shown below. Find the angle o given that the final intensity, Ifinal, you measure is 40% of the initial intensity I.. 0 I final
You shine unpolarized light of intensity I, through a set of a polarizing filters as shown below. Find the angle e given that the final intensity, Ifinal, you measure is 40% of the initial intensity lo. 0 I. I final 11
Unpolarized light that has an intensity of lo = 850 W/m² is incident on a series of polarizing filters as shown in Figure. 90° +ỏ- 0; 1) If the intensity of the light after the final filter is 13 = 69 W/m', what is the orientation of the second polarizer relative to the x axis (denoted q in the figure)? Enter the smaller possible angle between 0 and 90°. Hint: cos(90 – 0) = sin 0 and 2 sin cos...
Experiment I: Malus' Law Questions The orientation of these polarizing filters can't be measured with great accuracy because they re not marked off in small increments. Estimate the maximum uncertainty in measuring @ in this experiment. Justify your estimate. 1 with theory. Let's assume your 21 From your data table, choose the trial in poorest agre 1/1 measurement was accurate, but that the angle was not accurate. Calculate the angle that would theoretically yield this value of 1/1 measured angle....