Answer:
The maximum capacity of disc is 12,80,000 bytes.
Step-by-step explaination:
Given a magnetic disc having 100 cylinders & each containing 10 tracks of 10 sectors. Hence, total no. of sectors in magnetic disc are [tex]100\times 10\times 10[/tex]=10000 sectors
Each sector contain 128 bytes.
we have to find the maximum capacity which can be calculated as
Maximum capacity = No. of sectors[tex]\times[/tex]capacity of sectors
= 10000[tex]\times[/tex]128
= 12,80,000 bytes
The maximum capacity of the disk is 1280000 bytes.
Further Explanation:
It is given that a magnetic disc having 100 cylinders and each cylinder containing 10 tracks of 10 sectors.
Therefore, the number of sectors in the magnetic disc is the product of total cylinders, tracks and sectors.
The number of sectors is calculated as,
[tex]\begin{aligned}\text{Total sectors}&=100\times 10\times 10\\&=10000\end{aligned}[/tex]
The maximum capacity of the magnetic disc is the product of number of sectors in magnetic disc and capacity of a sector.
[tex]\begin{aligned}\text{maximum capacity}&=10000\times 128\\&=1280000\end{aligned}[/tex]
Thus, the maximum capacity of the magnetic disc with 10000 sectors and capacity of 128 bytes is 1280000 bytes.
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Answer details:
Grade: College Engineering
Subject: Computer Science and Technology
Chapter: Computer hardware
Keyword:
Capacity, maximum, hardware, magnetic, disc, sector, bus, bytes, bits, product, cylinder, track, compact disc, hard drive, floppy, optical disc, architecture, computer, floppy disk, magnetic tape, MB, KB, disk
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Answer:
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Final answer:
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Explanation:
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Answer:
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