(a) Interpretation: The number between 4.8 × 10 2 and 4.44 × 10 3 that is larger is to be indicated. Concept introduction: The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power. For instance, mass of a proton is conveniently expressed as 1.627 × 10 − 27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left. While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power. For example, 0.00056 is written as 5.6 × 10 − 4 .

Question

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Answer 1

Question

Chapter 1, Problem 1.59P

Interpretation Introduction

(a)

Interpretation:

The number between 4.8×102 and 4.44×103 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

4.44×103 is larger than 4.8×102.

Explanation of Solution

To compare the numbers they must be written in standard form as follows:

4.44×103=4440

Similarly, write the other number in standard form as follows:

4.8×102=480.0

Comparison of 4440 and 480.0 indicates that 44400 is larger than 480.0hence, 4.44×103 is larger than 4.8×102.

Interpretation Introduction

(b)

Interpretation:

The number between 5.6×10−5 and 5.6×10−6 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to the power, where the power is the number of places decimal has been shifted. The decimal is shifted to right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

5.6×10−5 is larger than 5.6×10−6.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

5.6×10−5=0.000056

Similarly, write the other number in standard form as follows:

5.6×10−6=0.0000056

Comparison of 0.000056 and 0.0000056 indicates that the former is larger than the latter.

Interpretation Introduction

(c)

Interpretation:

The number between 1.3×108 and52300000.0 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

1.3×108 is larger than 52300000.0.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

1.3×108=130000000.0

Similarly, write the other number in standard form as follows:

52300000.0=5.23×107

Comparison of 52300000.0 and 130000000.0 indicates that the former is smaller than the latter.

Interpretation Introduction

(d)

Interpretation:

The number between 9.8×10−4 and0.000089that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance,mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

9.8×10−4 is larger than 0.000089.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

9.8×10−4=0.00098

The other number isgiven in the standard form as follows:

0.000089

Comparison of 0.00098 and 0.000089 indicates that the former is larger than the latter.

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Answer 2

Question

Chapter 1, Problem 1.59P

Interpretation Introduction

(a)

Interpretation:

The number between 4.8×102 and 4.44×103 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

4.44×103 is larger than 4.8×102.

Explanation of Solution

To compare the numbers they must be written in standard form as follows:

4.44×103=4440

Similarly, write the other number in standard form as follows:

4.8×102=480.0

Comparison of 4440 and 480.0 indicates that 44400 is larger than 480.0hence, 4.44×103 is larger than 4.8×102.

Interpretation Introduction

(b)

Interpretation:

The number between 5.6×10−5 and 5.6×10−6 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to the power, where the power is the number of places decimal has been shifted. The decimal is shifted to right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

5.6×10−5 is larger than 5.6×10−6.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

5.6×10−5=0.000056

Similarly, write the other number in standard form as follows:

5.6×10−6=0.0000056

Comparison of 0.000056 and 0.0000056 indicates that the former is larger than the latter.

Interpretation Introduction

(c)

Interpretation:

The number between 1.3×108 and52300000.0 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

1.3×108 is larger than 52300000.0.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

1.3×108=130000000.0

Similarly, write the other number in standard form as follows:

52300000.0=5.23×107

Comparison of 52300000.0 and 130000000.0 indicates that the former is smaller than the latter.

Interpretation Introduction

(d)

Interpretation:

The number between 9.8×10−4 and0.000089that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance,mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

9.8×10−4 is larger than 0.000089.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

9.8×10−4=0.00098

The other number isgiven in the standard form as follows:

0.000089

Comparison of 0.00098 and 0.000089 indicates that the former is larger than the latter.

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Answer 3

Question

Chapter 1, Problem 1.59P

Interpretation Introduction

(a)

Interpretation:

The number between 4.8×102 and 4.44×103 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

4.44×103 is larger than 4.8×102.

Explanation of Solution

To compare the numbers they must be written in standard form as follows:

4.44×103=4440

Similarly, write the other number in standard form as follows:

4.8×102=480.0

Comparison of 4440 and 480.0 indicates that 44400 is larger than 480.0hence, 4.44×103 is larger than 4.8×102.

Interpretation Introduction

(b)

Interpretation:

The number between 5.6×10−5 and 5.6×10−6 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to the power, where the power is the number of places decimal has been shifted. The decimal is shifted to right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

5.6×10−5 is larger than 5.6×10−6.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

5.6×10−5=0.000056

Similarly, write the other number in standard form as follows:

5.6×10−6=0.0000056

Comparison of 0.000056 and 0.0000056 indicates that the former is larger than the latter.

Interpretation Introduction

(c)

Interpretation:

The number between 1.3×108 and52300000.0 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

1.3×108 is larger than 52300000.0.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

1.3×108=130000000.0

Similarly, write the other number in standard form as follows:

52300000.0=5.23×107

Comparison of 52300000.0 and 130000000.0 indicates that the former is smaller than the latter.

Interpretation Introduction

(d)

Interpretation:

The number between 9.8×10−4 and0.000089that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance,mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

9.8×10−4 is larger than 0.000089.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

9.8×10−4=0.00098

The other number isgiven in the standard form as follows:

0.000089

Comparison of 0.00098 and 0.000089 indicates that the former is larger than the latter.

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Answer 4

Question

Chapter 1, Problem 1.59P

Interpretation Introduction

(a)

Interpretation:

The number between 4.8×102 and 4.44×103 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

4.44×103 is larger than 4.8×102.

Explanation of Solution

To compare the numbers they must be written in standard form as follows:

4.44×103=4440

Similarly, write the other number in standard form as follows:

4.8×102=480.0

Comparison of 4440 and 480.0 indicates that 44400 is larger than 480.0hence, 4.44×103 is larger than 4.8×102.

Interpretation Introduction

(b)

Interpretation:

The number between 5.6×10−5 and 5.6×10−6 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to the power, where the power is the number of places decimal has been shifted. The decimal is shifted to right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

5.6×10−5 is larger than 5.6×10−6.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

5.6×10−5=0.000056

Similarly, write the other number in standard form as follows:

5.6×10−6=0.0000056

Comparison of 0.000056 and 0.0000056 indicates that the former is larger than the latter.

Interpretation Introduction

(c)

Interpretation:

The number between 1.3×108 and52300000.0 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

1.3×108 is larger than 52300000.0.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

1.3×108=130000000.0

Similarly, write the other number in standard form as follows:

52300000.0=5.23×107

Comparison of 52300000.0 and 130000000.0 indicates that the former is smaller than the latter.

Interpretation Introduction

(d)

Interpretation:

The number between 9.8×10−4 and0.000089that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance,mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

9.8×10−4 is larger than 0.000089.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

9.8×10−4=0.00098

The other number isgiven in the standard form as follows:

0.000089

Comparison of 0.00098 and 0.000089 indicates that the former is larger than the latter.

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Answer 5

Chapter 1, Problem 1.59P

Interpretation Introduction

(a)

Interpretation:

The number between 4.8×102 and 4.44×103 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

4.44×103 is larger than 4.8×102.

Explanation of Solution

To compare the numbers they must be written in standard form as follows:

4.44×103=4440

Similarly, write the other number in standard form as follows:

4.8×102=480.0

Comparison of 4440 and 480.0 indicates that 44400 is larger than 480.0hence, 4.44×103 is larger than 4.8×102.

Interpretation Introduction

(b)

Interpretation:

The number between 5.6×10−5 and 5.6×10−6 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to the power, where the power is the number of places decimal has been shifted. The decimal is shifted to right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

5.6×10−5 is larger than 5.6×10−6.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

5.6×10−5=0.000056

Similarly, write the other number in standard form as follows:

5.6×10−6=0.0000056

Comparison of 0.000056 and 0.0000056 indicates that the former is larger than the latter.

Interpretation Introduction

(c)

Interpretation:

The number between 1.3×108 and52300000.0 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

1.3×108 is larger than 52300000.0.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

1.3×108=130000000.0

Similarly, write the other number in standard form as follows:

52300000.0=5.23×107

Comparison of 52300000.0 and 130000000.0 indicates that the former is smaller than the latter.

Interpretation Introduction

(d)

Interpretation:

The number between 9.8×10−4 and0.000089that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance,mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

9.8×10−4 is larger than 0.000089.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

9.8×10−4=0.00098

The other number isgiven in the standard form as follows:

0.000089

Comparison of 0.00098 and 0.000089 indicates that the former is larger than the latter.

Answer 6

Chapter 1, Problem 1.59P

Interpretation Introduction

(a)

Interpretation:

The number between 4.8×102 and 4.44×103 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

4.44×103 is larger than 4.8×102.

Explanation of Solution

To compare the numbers they must be written in standard form as follows:

4.44×103=4440

Similarly, write the other number in standard form as follows:

4.8×102=480.0

Comparison of 4440 and 480.0 indicates that 44400 is larger than 480.0hence, 4.44×103 is larger than 4.8×102.

Answer 7

Chapter 1, Problem 1.59P

Interpretation Introduction

(a)

Interpretation:

The number between 4.8×102 and 4.44×103 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Answer 8

Expert Solution

Answer to Problem 1.59P

4.44×103 is larger than 4.8×102.

Answer 9

Expert Solution

Answer 10

Expert Solution

Answer 11

Expert Solution

Answer 12

Explanation of Solution

To compare the numbers they must be written in standard form as follows:

4.44×103=4440

Similarly, write the other number in standard form as follows:

4.8×102=480.0

Comparison of 4440 and 480.0 indicates that 44400 is larger than 480.0hence, 4.44×103 is larger than 4.8×102.

Answer 13

Interpretation Introduction

(b)

Interpretation:

The number between 5.6×10−5 and 5.6×10−6 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to the power, where the power is the number of places decimal has been shifted. The decimal is shifted to right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Expert Solution

Answer to Problem 1.59P

5.6×10−5 is larger than 5.6×10−6.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

5.6×10−5=0.000056

Similarly, write the other number in standard form as follows:

5.6×10−6=0.0000056

Comparison of 0.000056 and 0.0000056 indicates that the former is larger than the latter.

Answer 14

Interpretation Introduction

(b)

Interpretation:

The number between 5.6×10−5 and 5.6×10−6 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to the power, where the power is the number of places decimal has been shifted. The decimal is shifted to right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

For example, 0.00056 is written as 5.6×10−4.

Answer 15

Expert Solution

Answer to Problem 1.59P

5.6×10−5 is larger than 5.6×10−6.

Answer 16

Expert Solution

Answer 17

Expert Solution

Answer 18

Expert Solution

Answer 19

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

5.6×10−5=0.000056

Similarly, write the other number in standard form as follows:

5.6×10−6=0.0000056

Comparison of 0.000056 and 0.0000056 indicates that the former is larger than the latter.

Answer 20

Interpretation Introduction

(c)

Interpretation:

The number between 1.3×108 and52300000.0 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

1.3×108 is larger than 52300000.0.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

1.3×108=130000000.0

Similarly, write the other number in standard form as follows:

52300000.0=5.23×107

Comparison of 52300000.0 and 130000000.0 indicates that the former is smaller than the latter.

Answer 21

Interpretation Introduction

(c)

Interpretation:

The number between 1.3×108 and52300000.0 that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance, mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Answer 22

Expert Solution

Answer to Problem 1.59P

1.3×108 is larger than 52300000.0.

Answer 23

Expert Solution

Answer 24

Expert Solution

Answer 25

Expert Solution

Answer 26

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

1.3×108=130000000.0

Similarly, write the other number in standard form as follows:

52300000.0=5.23×107

Comparison of 52300000.0 and 130000000.0 indicates that the former is smaller than the latter.

Answer 27

Interpretation Introduction

(d)

Interpretation:

The number between 9.8×10−4 and0.000089that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance,mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Expert Solution

Answer to Problem 1.59P

9.8×10−4 is larger than 0.000089.

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

9.8×10−4=0.00098

The other number isgiven in the standard form as follows:

0.000089

Comparison of 0.00098 and 0.000089 indicates that the former is larger than the latter.

Answer 28

Interpretation Introduction

(d)

Interpretation:

The number between 9.8×10−4 and0.000089that is larger is to be indicated.

Concept introduction:

The scientific notation is the standard method of representation of a long or tedious measurement. The number is expressed as number times ten raised to some power.

For instance,mass of a proton is conveniently expressed as 1.627×10−27 kg . The decimal is shifted to the right when the power is positive while it is negative if the decimal has been shifted to left.

While a number is written in scientific notations it is scaled down to some digit between 1 to10 ten and the places that previously contain zeroes are changed to ten raised to some power.

Answer 29

Expert Solution

Answer to Problem 1.59P

9.8×10−4 is larger than 0.000089.

Answer 30

Expert Solution

Answer 31

Expert Solution

Answer 32

Expert Solution

Answer 33

Explanation of Solution

To explicitly compare the numbers write the number in standard form as follows:

9.8×10−4=0.00098

The other number isgiven in the standard form as follows:

0.000089

Comparison of 0.00098 and 0.000089 indicates that the former is larger than the latter.

Answer 34

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Answer to Problem 1.59P

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Answer to Problem 1.59P

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Answer to Problem 1.59P

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Answer to Problem 1.59P

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