Convert 6 to its equivalent binary form: To find the equivalent binary form of 6 , divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0 , continue the division of the newest quotient by two and record the remainder. When the obtained quotient is 0 , the binary form of the original value is the remainders listed from bottom to top in the reverse order

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Answer 1

Expert Solution & Answer

Chapter 1.4, Problem 6QE

a.

Explanation of Solution

Convert 6 to its equivalent binary form:

To find the equivalent binary form of 6, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

b.

Explanation of Solution

Convert 13 to its equivalent binary form:

To find the equivalent binary form of 13, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

c.

Explanation of Solution

Convert 11 to its equivalent binary form:

To find the equivalent binary form of 11, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

d.

Explanation of Solution

Convert 18 to its equivalent binary form:

To find the equivalent binary form of 18, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

218

e.

Explanation of Solution

Convert 27 to its equivalent binary form:

To find the equivalent binary form of 27, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

2272

f.

Explanation of Solution

Convert 4 to its equivalent binary form:

To find the equivalent binary form of 4, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

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Answer 2

Expert Solution & Answer

Chapter 1.4, Problem 6QE

a.

Explanation of Solution

Convert 6 to its equivalent binary form:

To find the equivalent binary form of 6, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

b.

Explanation of Solution

Convert 13 to its equivalent binary form:

To find the equivalent binary form of 13, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

c.

Explanation of Solution

Convert 11 to its equivalent binary form:

To find the equivalent binary form of 11, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

d.

Explanation of Solution

Convert 18 to its equivalent binary form:

To find the equivalent binary form of 18, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

218

e.

Explanation of Solution

Convert 27 to its equivalent binary form:

To find the equivalent binary form of 27, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

2272

f.

Explanation of Solution

Convert 4 to its equivalent binary form:

To find the equivalent binary form of 4, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

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Check out a sample textbook solution

See solution

Answer 3

Expert Solution & Answer

Chapter 1.4, Problem 6QE

a.

Explanation of Solution

Convert 6 to its equivalent binary form:

To find the equivalent binary form of 6, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

b.

Explanation of Solution

Convert 13 to its equivalent binary form:

To find the equivalent binary form of 13, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

c.

Explanation of Solution

Convert 11 to its equivalent binary form:

To find the equivalent binary form of 11, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

d.

Explanation of Solution

Convert 18 to its equivalent binary form:

To find the equivalent binary form of 18, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

218

e.

Explanation of Solution

Convert 27 to its equivalent binary form:

To find the equivalent binary form of 27, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

2272

f.

Explanation of Solution

Convert 4 to its equivalent binary form:

To find the equivalent binary form of 4, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 4

Expert Solution & Answer

Chapter 1.4, Problem 6QE

a.

Explanation of Solution

Convert 6 to its equivalent binary form:

To find the equivalent binary form of 6, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

b.

Explanation of Solution

Convert 13 to its equivalent binary form:

To find the equivalent binary form of 13, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

c.

Explanation of Solution

Convert 11 to its equivalent binary form:

To find the equivalent binary form of 11, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

d.

Explanation of Solution

Convert 18 to its equivalent binary form:

To find the equivalent binary form of 18, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

218

e.

Explanation of Solution

Convert 27 to its equivalent binary form:

To find the equivalent binary form of 27, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

2272

f.

Explanation of Solution

Convert 4 to its equivalent binary form:

To find the equivalent binary form of 4, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Expert Solution & Answer

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Check out a sample textbook solution

See solution

Answer 5

Expert Solution & Answer

Answer 6

Expert Solution & Answer

Answer 7

Chapter 1.4, Problem 6QE

a.

Explanation of Solution

Convert 6 to its equivalent binary form:

To find the equivalent binary form of 6, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

b.

Explanation of Solution

Convert 13 to its equivalent binary form:

To find the equivalent binary form of 13, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

c.

Explanation of Solution

Convert 11 to its equivalent binary form:

To find the equivalent binary form of 11, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

d.

Explanation of Solution

Convert 18 to its equivalent binary form:

To find the equivalent binary form of 18, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

218

e.

Explanation of Solution

Convert 27 to its equivalent binary form:

To find the equivalent binary form of 27, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

2272

f.

Explanation of Solution

Convert 4 to its equivalent binary form:

To find the equivalent binary form of 4, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 8

Chapter 1.4, Problem 6QE

a.

Explanation of Solution

Convert 6 to its equivalent binary form:

To find the equivalent binary form of 6, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 9

Chapter 1.4, Problem 6QE

a.

Explanation of Solution

Convert 6 to its equivalent binary form:

To find the equivalent binary form of 6, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 10

b.

Explanation of Solution

Convert 13 to its equivalent binary form:

To find the equivalent binary form of 13, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 11

b.

Explanation of Solution

Convert 13 to its equivalent binary form:

To find the equivalent binary form of 13, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 12

c.

Explanation of Solution

Convert 11 to its equivalent binary form:

To find the equivalent binary form of 11, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 13

c.

Explanation of Solution

Convert 11 to its equivalent binary form:

To find the equivalent binary form of 11, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 14

d.

Explanation of Solution

Convert 18 to its equivalent binary form:

To find the equivalent binary form of 18, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

218

Answer 15

d.

Explanation of Solution

Convert 18 to its equivalent binary form:

To find the equivalent binary form of 18, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

218

Answer 16

e.

Explanation of Solution

Convert 27 to its equivalent binary form:

To find the equivalent binary form of 27, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

2272

Answer 17

e.

Explanation of Solution

Convert 27 to its equivalent binary form:

To find the equivalent binary form of 27, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order.

2272

Answer 18

f.

Explanation of Solution

Convert 4 to its equivalent binary form:

To find the equivalent binary form of 4, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 19

f.

Explanation of Solution

Convert 4 to its equivalent binary form:

To find the equivalent binary form of 4, divide the number by 2 and record the remainder. As long as the quotient is not obtained as 0, continue the division of the newest quotient by two and record the remainder.

When the obtained quotient is 0, the binary form of the original value is the remainders listed from bottom to top in the reverse order

Answer 20

Expert Solution & Answer

Answer 21

Expert Solution & Answer

Answer 22

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Check out a sample textbook solution

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Answer 23

Ch. 1.1 - What input bit patterns will cause the following...Ch. 1.1 - In the text, we claimed that placing a 1 on the...Ch. 1.1 - Assuming that both inputs to the flip-flop in...Ch. 1.1 - a. If the output of an AND gate is passed through...Ch. 1.1 - Prob. 5QE Ch. 1.1 - Prob. 6QE Ch. 1.2 - If the memory cell whose address is 5 contains the...Ch. 1.2 - Prob. 2QE Ch. 1.2 - Design a sequence of steps that correctly...Ch. 1.2 - How many bits would be in the memory of a computer...

Solution Summary: The author explains how to convert 6 to its equivalent binary form by dividing the number by 2 and recording the remainder.

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Chapter 1 Solutions