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Concentric circles on the disk surface?

Concentric circles, are circles within circles. Each concentric circle on the surface of a disk represents a track, the narrower the circle is, the more data can be stored on the disk.


What is the difference between track and sector?

track is a invisible circle on hard disk.and sectors are the segments of these circles.


When was Concentric Data Systems created?

Concentric Data Systems was created in 1979.


What circle has the same center point?

A concentric circle.


What do you call a circle within a circle?

Concentric Circles?


What does a concentric circle look like?

A concentric circle looks like a bullseye or a target. It is a big circle with littler circles inside of it with the same centerponit


Are coplanar circles that have the same center called concentric circles?

Concentric Circle


What is the concentric circular bands on a hard disk where data is stored?

The concentric circular bands on a hard disk where data is stored are called tracks. Each track is divided into smaller units called sectors, which are the basic storage units for data. The arrangement of tracks and sectors allows for efficient data retrieval and organization on the disk's platters. The read/write head moves across these tracks to access or store information as needed.


Circle with the same center?

concentric


When data is stored on a disk is it stored in circles called tracks?

Yes, when data is stored on a disk, it is organized into concentric circles known as tracks. Each track is divided into smaller units called sectors, which hold the actual data. This structure allows for efficient reading and writing of information as the disk spins and the read/write head accesses the data.


What is a circle inside a circle called?

A circle inside another circle is called a concentric circle. This means that the circles share the same center point, with one circle contained entirely within the other.


Non concentric circle?

Non concentric circles are circles that do not share the same center point.