Assume an analog halftoning process uses a screen size of 200 "dots" (disks) per inch, with any size available. Suppose we wish to approximate this digitally, with about 100 intensity levels, not by using an ordered dither but by using an $n \times n$ pattern for each pixel.
How many bilevel dots per inch must our printer be capable of producing?

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The Answer of Assume an analog halftoning process uses a screen size of 200 "dots" (disks) per inch, with any size available. Suppose we wish to approximate this digitally, with about 100 intensity levels, not by using an ordered dither but by using an $n \times n$ pattern for each pixel.
How many bilevel dots per inch must our printer be capable of producing?

Assume an Analog Halftoning Process Uses a Screen Size of 200