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Many of these prefixes you see everyday in different applications. A good example is
computer memory. You probably have hard drives at home with gigabytes or terabytes
of storage memory. A single byte consists of 8 bits. How many bits are contained in 1
terabyte of storage.
O 8x1012
1x1012
O8x109
O 1x10-12

Many of these prefixes you see everyday in different applications A good example is computer memory You probably have hard drives at home with gigabytes or tera class=

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Answer:   8 x 10^12

Explanation:

The prefix tera means 10^12. Each byte is 8 bits, so a terabyte is 8 x 10^12 bits.

In 1 Terbyte of storage there are [tex]8\times 10^{12}[/tex].

Explanation:

  • In in terabyte there are 1000 gigabytes

1 Terabyte = 1000 Gigabyte

  • In megabyte there are 1000 megabytes:

1 Gigabyte= 1000 Megabytes

  • In in megabyte there are 1000 kilobytes

1 Megabytes= 1000 Kilobyte

  • In kilobyte there are 1000 megabytes:

1 Kilobyte = 1000 Bytes

Given:

A single byte consists of 8 bits

To find:

The number of bits in 1 Terabyte of storage.

Solution:

1 Byte  = 8 bits

So, in Bytes in 1 Terabyte:

[tex]1 terabytes= 1000\times 1000\times 1000\times 1000 Bytes=10^{12} Bytes[/tex]

Now number of bits in [tex]10^{12}[/tex] bytes:

[tex]1Byte=8bits\\10^{12} Bytes=10^{12}\times 8 bits=8\times 10^{12} bits[/tex]

In 1 Terabyte of storage there are [tex]8\times 10^{12}[/tex] bits.

Learn more about storage memory here:

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