Parity bit: Parity bit is a simplest form of error detection code. A bit added to the end of a string of binary code is called as parity bit. It is otherwise called check bit. This parity bit indicates whether the number of bits in the binary code with the value 1 is even or odd. If the binary code contains even number of 1, it is referred to as even parity. If the binary code contains odd number of 1, it is referred to as odd parity. There are two types of parity bits: Even parity bit Odd parity bit Even parity bit: Even parity bit is set to 1, if the count of one’s in a given binary code is odd without including the parity bit. Otherwise, it is set to 0, if the count of one’s in a given binary code is even.

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Answer 1

Question

Chapter 18, Problem 38E

a.

Program Plan Intro

Parity bit:

Parity bit is a simplest form of error detection code.

A bit added to the end of a string of binary code is called as parity bit. It is otherwise called check bit.

This parity bit indicates whether the number of bits in the binary code with the value 1 is even or odd.

If the binary code contains even number of 1, it is referred to as even parity.

If the binary code contains odd number of 1, it is referred to as odd parity.

There are two types of parity bits:

Even parity bit

Odd parity bit

Even parity bit:

Even parity bit is set to 1, if the count of one’s in a given binary code is odd without including the parity bit.

Otherwise, it is set to 0, if the count of one’s in a given binary code is even.

b.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by,

The binary code 10101010 contains 4 one’s and 4 zeroes...

c.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by,

The binary code 11111111 contains 8 one’s and no zeroes...

d.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by,

The binary code 00000000 contains 8 zeroes and no ones...

e.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by,

The binary code 11101111 contains 7 one’s and 1 zero is present...

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Scenario You work for a small company that exports artisan chocolate. Although you measure your products in kilograms, you often get orders in both pounds and ounces. You have decided that rather than have to look up conversions all the time, you could use Python code to take inputs to make conversions between the different units of measurement. You will write three blocks of code. The first will convert kilograms to pounds and ounces. The second will convert pounds to kilograms and ounces. The third will convert ounces to kilograms and pounds. The conversions are as follows: 1 kilogram = 35.274 ounces 1 kilogram = 2.20462 pounds 1 pound = 0.453592 kilograms 1 pound = 16 ounces 1 ounce = 0.0283 kilograms 1 ounce = 0.0625 pounds For the purposes of this activity the template for a function has been provided. You have not yet covered functions in the course, but they are a way of reusing code. Like a Python script, a function can have zero or more parameters. In the code window you…

Answer 2

Question

Chapter 18, Problem 38E

a.

Program Plan Intro

Parity bit:

Parity bit is a simplest form of error detection code.

A bit added to the end of a string of binary code is called as parity bit. It is otherwise called check bit.

This parity bit indicates whether the number of bits in the binary code with the value 1 is even or odd.

If the binary code contains even number of 1, it is referred to as even parity.

If the binary code contains odd number of 1, it is referred to as odd parity.

There are two types of parity bits:

Even parity bit

Odd parity bit

Even parity bit:

Even parity bit is set to 1, if the count of one’s in a given binary code is odd without including the parity bit.

Otherwise, it is set to 0, if the count of one’s in a given binary code is even.

b.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by,

The binary code 10101010 contains 4 one’s and 4 zeroes...

c.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by,

The binary code 11111111 contains 8 one’s and no zeroes...

d.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by,

The binary code 00000000 contains 8 zeroes and no ones...

e.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by,

The binary code 11101111 contains 7 one’s and 1 zero is present...

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Answer 3

Question

Chapter 18, Problem 38E

a.

Program Plan Intro

Parity bit:

Parity bit is a simplest form of error detection code.

A bit added to the end of a string of binary code is called as parity bit. It is otherwise called check bit.

This parity bit indicates whether the number of bits in the binary code with the value 1 is even or odd.

If the binary code contains even number of 1, it is referred to as even parity.

If the binary code contains odd number of 1, it is referred to as odd parity.

There are two types of parity bits:

Even parity bit

Odd parity bit

Even parity bit:

Even parity bit is set to 1, if the count of one’s in a given binary code is odd without including the parity bit.

Otherwise, it is set to 0, if the count of one’s in a given binary code is even.

b.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by,

The binary code 10101010 contains 4 one’s and 4 zeroes...

c.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by,

The binary code 11111111 contains 8 one’s and no zeroes...

d.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by,

The binary code 00000000 contains 8 zeroes and no ones...

e.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by,

The binary code 11101111 contains 7 one’s and 1 zero is present...

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Answer 4

Question

Chapter 18, Problem 38E

a.

Program Plan Intro

Parity bit:

Parity bit is a simplest form of error detection code.

A bit added to the end of a string of binary code is called as parity bit. It is otherwise called check bit.

This parity bit indicates whether the number of bits in the binary code with the value 1 is even or odd.

If the binary code contains even number of 1, it is referred to as even parity.

If the binary code contains odd number of 1, it is referred to as odd parity.

There are two types of parity bits:

Even parity bit

Odd parity bit

Even parity bit:

Even parity bit is set to 1, if the count of one’s in a given binary code is odd without including the parity bit.

Otherwise, it is set to 0, if the count of one’s in a given binary code is even.

b.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by,

The binary code 10101010 contains 4 one’s and 4 zeroes...

c.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by,

The binary code 11111111 contains 8 one’s and no zeroes...

d.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by,

The binary code 00000000 contains 8 zeroes and no ones...

e.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by,

The binary code 11101111 contains 7 one’s and 1 zero is present...

Expert Solution & Answer

Want to see the full answer?

Check out a sample textbook solution

See solution

Answer 5

Chapter 18, Problem 38E

a.

Program Plan Intro

Parity bit:

Parity bit is a simplest form of error detection code.

A bit added to the end of a string of binary code is called as parity bit. It is otherwise called check bit.

This parity bit indicates whether the number of bits in the binary code with the value 1 is even or odd.

If the binary code contains even number of 1, it is referred to as even parity.

If the binary code contains odd number of 1, it is referred to as odd parity.

There are two types of parity bits:

Even parity bit

Odd parity bit

Even parity bit:

Even parity bit is set to 1, if the count of one’s in a given binary code is odd without including the parity bit.

Otherwise, it is set to 0, if the count of one’s in a given binary code is even.

b.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by,

The binary code 10101010 contains 4 one’s and 4 zeroes...

c.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by,

The binary code 11111111 contains 8 one’s and no zeroes...

d.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by,

The binary code 00000000 contains 8 zeroes and no ones...

e.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by,

The binary code 11101111 contains 7 one’s and 1 zero is present...

Answer 6

Chapter 18, Problem 38E

a.

Program Plan Intro

Parity bit:

Parity bit is a simplest form of error detection code.

A bit added to the end of a string of binary code is called as parity bit. It is otherwise called check bit.

This parity bit indicates whether the number of bits in the binary code with the value 1 is even or odd.

If the binary code contains even number of 1, it is referred to as even parity.

If the binary code contains odd number of 1, it is referred to as odd parity.

There are two types of parity bits:

Even parity bit

Odd parity bit

Even parity bit:

Even parity bit is set to 1, if the count of one’s in a given binary code is odd without including the parity bit.

Otherwise, it is set to 0, if the count of one’s in a given binary code is even.

Answer 7

Chapter 18, Problem 38E

a.

Program Plan Intro

Parity bit:

Parity bit is a simplest form of error detection code.

A bit added to the end of a string of binary code is called as parity bit. It is otherwise called check bit.

This parity bit indicates whether the number of bits in the binary code with the value 1 is even or odd.

If the binary code contains even number of 1, it is referred to as even parity.

If the binary code contains odd number of 1, it is referred to as odd parity.

There are two types of parity bits:

Even parity bit

Odd parity bit

Even parity bit:

Even parity bit is set to 1, if the count of one’s in a given binary code is odd without including the parity bit.

Otherwise, it is set to 0, if the count of one’s in a given binary code is even.

Answer 8

b.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by,

The binary code 10101010 contains 4 one’s and 4 zeroes...

Answer 9

b.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by,

The binary code 10101010 contains 4 one’s and 4 zeroes...

Answer 10

c.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by,

The binary code 11111111 contains 8 one’s and no zeroes...

Answer 11

c.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by,

The binary code 11111111 contains 8 one’s and no zeroes...

Answer 12

d.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by,

The binary code 00000000 contains 8 zeroes and no ones...

Answer 13

d.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by,

The binary code 00000000 contains 8 zeroes and no ones...

Answer 14

e.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by,

The binary code 11101111 contains 7 one’s and 1 zero is present...

Answer 15

e.

Explanation of Solution

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by,

The binary code 11101111 contains 7 one’s and 1 zero is present...

Answer 16

Expert Solution & Answer

Answer 17

Expert Solution & Answer

Answer 18

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Answer 19

Ch. 18 - Prob. 1E Ch. 18 - Prob. 2E Ch. 18 - Prob. 3E Ch. 18 - Prob. 4E Ch. 18 - Prob. 5E Ch. 18 - Prob. 6E Ch. 18 - Prob. 7E Ch. 18 - Prob. 8E Ch. 18 - Prob. 9E Ch. 18 - Prob. 10E

Explanation of Solution

Find the even parity bit of 8-bit code: The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by, The binary code 10101010 contains 4 one’s and 4 zeroes...

Explanation of Solution

Find the even parity bit of 8-bit code: The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by, The binary code 11111111 contains 8 one’s and no zeroes...

Explanation of Solution

Find the even parity bit of 8-bit code: The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by, The binary code 00000000 contains 8 zeroes and no ones...

Explanation of Solution

Find the even parity bit of 8-bit code: The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by, The binary code 11101111 contains 7 one’s and 1 zero is present...

Want to see the full answer?

Chapter 18 Solutions

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 10101010 (Consider the binary code is even parity) is determined by,

The binary code 10101010 contains 4 one’s and 4 zeroes...

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11111111 (Consider the binary code is even parity) is determined by,

The binary code 11111111 contains 8 one’s and no zeroes...

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 00000000 (Consider the binary code is even parity) is determined by,

The binary code 00000000 contains 8 zeroes and no ones...

Find the even parity bit of 8-bit code:

The parity bit for 8-bit binary code 11101111 (Consider the binary code is even parity) is determined by,

The binary code 11101111 contains 7 one’s and 1 zero is present...