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What is the phase increment for 128 phase-encoding steps (i.e., [tex]n_y = 128[/tex])?

A. 64
B. 128
C. 256
D. 512

Answer :

The phase increment for a given number of phase-encoding steps (ny) in a magnetic resonance imaging (MRI) or similar context can be calculated as follows:

The phase increment

Phase Increment = 360 degrees / Number of Phase-encoding Steps (ny)

In this case, for 128 phase-encoding steps:

Phase Increment = 360 degrees / 128

Calculating this:

Phase Increment ≈ 2.8125 degrees

So, the phase increment for 128 phase-encoding steps is approximately 2.8125 degrees. Therefore, the correct answer is not among the options provided. You would round it to the nearest whole number, making it approximately 3 degrees.

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