Light coming straight from an object not affected by Polarizer?

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Light passing through a polarizer experiences intensity changes based on the angle relative to the polarizer's axis, following the equation Ifinal = Iinitial*cos^2(theta). Light emitted directly from an object is typically unpolarized and will not show intensity variation when viewed through a polarizer, indicating it travels in all directions. If the intensity does change upon rotating the polarizer, it suggests the light has been refracted, implying the apparent object is a mirage. Reflected light is generally unpolarized, and while a polarizer will reduce its intensity, rotating the polarizer will not affect the degree of reduction. Understanding these principles clarifies the behavior of light in relation to polarizers.
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Sending light through a polarizer changes the intensity of the light depending on the angle the incoming light makes with the parallel axis of the polarizer Ifinal = Iinitial*cos^2(theta)

I did not think there were any restrictions on this, but my text says that light directly from an object will not be affected? At least its intensity? Is it because the light from an object travels in all directions/angles?

Refracted light can be polarized, at least partially so. By looking through a polarizer and rotating it, vve can see whether the intensity ofthe light changes. If the intensity does not change, then the light was coming straight from the real object. If the intensity does change, then the light was refracted-the apparent object was a mirage.
 
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The way I understand what has been said is that the intensity of a polarized beam of light will change as you rotate the polarizer. After light is reflected off of an object it is generally unpolarized, so while the intensity of the light will be reduced by the polarizer, rotating the polarizer will not change how far the intensity drops.
 
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