A green object appears black when viewed through a red filter (here a red filter means red light) because green object can only reflect green color and absorb all the other colors so in the red light it will definitely appear black.
A red object looks black through a blue filter because the filter absorbs the red light that the object reflects, allowing little to no light to pass through. This results in the red object appearing dark or black when viewed through the blue filter.
A red object appears red when viewed through a red filter because the filter absorbs most colors of light except for red, allowing only red light to pass through. This red light is then transmitted to the observer's eye, making the object appear red.
A blue object would appear darker when viewed through a green filter because the green filter would absorb some of the blue light that the object reflects, resulting in a more subdued color.
Magnification in lenses refers to the degree to which an object appears larger when viewed through a lens compared to when viewed with the naked eye. It is determined by the lens's focal length and the distance between the lens and the object being viewed. Magnification can be calculated by comparing the apparent size of the object through the lens to its actual size.
The magnifying power of a microscope refers to how much larger an object appears when viewed through the microscope compared to when viewed with the naked eye. It is typically represented by a number followed by "x" (e.g. 10x means the object appears 10 times larger).
A red object looks black through a blue filter because the filter absorbs the red light that the object reflects, allowing little to no light to pass through. This results in the red object appearing dark or black when viewed through the blue filter.
A red object appears red when viewed through a red filter because the filter absorbs most colors of light except for red, allowing only red light to pass through. This red light is then transmitted to the observer's eye, making the object appear red.
A blue object would appear darker when viewed through a green filter because the green filter would absorb some of the blue light that the object reflects, resulting in a more subdued color.
Magnification in lenses refers to the degree to which an object appears larger when viewed through a lens compared to when viewed with the naked eye. It is determined by the lens's focal length and the distance between the lens and the object being viewed. Magnification can be calculated by comparing the apparent size of the object through the lens to its actual size.
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The lenses in a microscope diffract (bend) the light as it passes through them. The effect is that an object appears clear and large (is focused and magnified) when the light reaches your eye. Also, microscope designs usually ensure that the object appears right-side-up.
The magnifying power of a microscope refers to how much larger an object appears when viewed through the microscope compared to when viewed with the naked eye. It is typically represented by a number followed by "x" (e.g. 10x means the object appears 10 times larger).
It will look black, or green, depending on the hue of the red. A green filter blocks the red light but no red object is reflecting solely in the red wavelengths, and any non-red light will appear green through the filter.
A red object would appear dark or black when viewed through a blue filter because blue filters absorb red light, preventing it from passing through. This would result in the red object appearing much darker since it is not reflecting or transmitting the blue light that the filter allows to pass.
A green object viewed through a blue filter would appear darker or black because the blue filter would absorb most of the green light, allowing very little to pass through. This lack of green light reaching our eyes makes the object appear darker and alters its color.
The power of magnification is a measure of how much larger an object appears when viewed through a magnifying device, such as a microscope or a telescope. It is calculated as the ratio of the apparent size of an object when viewed through the lens to its actual size. A higher magnification power indicates a greater level of enlargement.
The definition for the word parallax is "the effect whereby the position or direction of an object appears to differ when viewed from different positions, e.g., through the viewfinder and the lens of a camera."