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Hi there, so for this problem, we are told that the new impressionism painter george's siron was a member of the pointless school.
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His paintings consist of an enormous number of closely spades small dots, and there are approximately 1 divided by 16 inches of pure pigment.
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So dilution of color mixing is produced only in the eye of the observer.
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So the question is, how from such a painting should one stand in order to achieve the desire blending of color? so with that said, the first thing, let's call this the distance cue.
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So this distance that we are called cue is the separation between two dots.
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So for example, let's say one dot in here.
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And another dock in here.
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So that separation between these dots is the value that we are giving q.
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Now, we're going to pass this from inches to millimeters.
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So in order to do that, we know that one inch corresponds to one inch corresponds to 25 .4 millimeters.
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So this will give us a value of using our calculator, so that will be 25 .4 divided by 16, so that will be given us a value of 1 .58, so we can cancel inches with inches, and then we will obtain here millimeters.
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Now, with that said, we now use the equation for the right, for the, for the, for the the resolution that we know is that the sign of the angle theta, that we're going to call theta 1, is just simply the 1 divided by 22 times the wavelength divided by 2 times a, where a will correspond to the eye pupil size...
