Parametric Questions k = (The average of numbers of your Student ID) x 0.01 e.g. Student ID-61190003 k=l(6+1+1+9+0+0+0+3)/8) x 0.01 = 20/8 x 0.01 = 0.025 1. The alignment between the magnetic media and head in a magnetic storage system affects the system's performance. Suppose that 10% of the read operations are degraded by skewed alignments, 5% of the read operations are degraded by off-center alignments, and the remaining read operations are properly aligned. The probability of a read error is k from a skewed alignment, 2k from an off-center alignment, and 0.1k from a proper alignment. a. What is the probability of a read error?

MATLAB: An Introduction with Applications
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Parametric Questions
k = (The average of numbers of your Student ID) x 0.01
e.g. Student ID-61190003 k=((6+1+1+9+0+0+0+3)/8) x 0.01 = 20/8 x 0.01 = 0.025
1. The alignment between the magnetic media and head in a magnetic storage system affects the
system's performance. Suppose that 10% of the read operations are degraded by skewed
alignments, 5% of the read operations are degraded by off-center alignments, and the remaining
read operations are properly aligned. The probability of a read error is k from a skewed
alignment, 2k from an off-center alignment, and 0.1k from a proper alignment.
a. What is the probability of a read error?
b.
If a read error occurs, what is the probability that it is due to a skewed alignment?
k = 0.02875
Transcribed Image Text:Parametric Questions k = (The average of numbers of your Student ID) x 0.01 e.g. Student ID-61190003 k=((6+1+1+9+0+0+0+3)/8) x 0.01 = 20/8 x 0.01 = 0.025 1. The alignment between the magnetic media and head in a magnetic storage system affects the system's performance. Suppose that 10% of the read operations are degraded by skewed alignments, 5% of the read operations are degraded by off-center alignments, and the remaining read operations are properly aligned. The probability of a read error is k from a skewed alignment, 2k from an off-center alignment, and 0.1k from a proper alignment. a. What is the probability of a read error? b. If a read error occurs, what is the probability that it is due to a skewed alignment? k = 0.02875
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