Point Operations

1. What is the main characteristic of a point operation in image processing?
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2. For an 8-bit grayscale image, what is the usual valid range of a pixel value pp?
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3. In the linear point transformation q=sp+oq = sp + o, which parameter determines the slope of the transformation?
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4. A linear point transformation is given by q=4p+160q = 4p + 160. For an input pixel with p=20p = 20, what is the transformed value before any range adjustment?
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5. Which transformation is particularly useful for expanding a narrow range of low-intensity values while compressing higher-intensity values?
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6. In the clipping transformation, what happens to an input pixel value pp that is greater than the upper limit bb?
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7. Consider a window function that preserves the input range a≤p≤ba \leq p \leq b and maps values outside this range to 00. What is the main purpose of this operation?
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8. Two point transformations are applied to the same input image. Transformation A is linear, while Transformation B is logarithmic. Which statement best describes their difference?
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9. Suppose a point operation produces an output value qq outside the valid range 0≤q≤2550 \leq q \leq 255. What is required before the value can be represented as a valid 8-bit grayscale pixel?
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