Round off the following numbers to three significant figures: (a) 58 342 m, (b) 68.534 s, (c) 2553 N, and (d) 7555 kg.

Question

Want to see more full solutions like this?

Answer 1

Textbook Question

Chapter 1.6, Problem 1P

Round off the following numbers to three significant figures: (a) 58 342 m, (b) 68.534 s, (c) 2553 N, and (d) 7555 kg.

(a)

Expert Solution

To determine

To Round off:

The number 58342 m to three significant figures.

Answer to Problem 1P

The round off for number 58342 m to three significant figure is $58.3 km_$ .

Explanation of Solution

Given:

The given value is $58342 m$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$58342 m$

Write the three significant figures formula.

$m=10−3 km$

Conclusion:

Round off the number 58342 m to three significant figures.

$58342 m=58342 m×10−3 kmm=58.3 km$

Thus, the round off for number 58342 m to three significant figures is $58.3 km_$ .

(b)

Expert Solution

To determine

To Round off:

The number 68.534 s to three significant figures.

Answer to Problem 1P

The round off for number 68.534 s to three significant figure is $68.5 s_$ .

Explanation of Solution

Given:

The given value is $68.534 s$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$68.534 s$

Conclusion:

Round off the number 68.534 s to three significant figures.

$68.534 s=68.5 s$

Thus, the round off for number 68.534 s to three significant figures is $68.5 s_$ .

(c)

Expert Solution

To determine

To Round off:

The number 2553 N to three significant figures.

Answer to Problem 1P

The round off for number 2553 N to three significant figure is $2.55 kN_$ .

Explanation of Solution

Given:

The given value is $2553 N$

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$2553 N$

Write the three significant figures formula.

$N=10−3 kN$

Conclusion:

Round off the number 2553 N to three significant figures.

$2553 N=2553 N×10−3 kNN=2.55 kN$

Thus, the round off for number 2553 N to three significant figures is $2.55 kN_$ .

(d)

Expert Solution

To determine

To Round off:

The number 7555 kg to three significant figures.

Answer to Problem 1P

The round off for number 7555 kg to three significant figure is $7.56 Mg_$ .

Explanation of Solution

Given:

The given value is 7555 kg

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$7555 kg$

Write the three significant figures formula.

$kg=10−3 Mg$

Conclusion:

Round off the number 7555 kg to three significant figures.

$7555 kg=7555 kg×10−3 Mgkg=7.56 Mg$

Thus, the round off for number 7555 kg to three significant figures is $7.56 Mg_$ .

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

02:45

Students have asked these similar questions

During a plant visit, it was noticed that a 12-m-long section of a 10-cm-diameter steam pipe is completely exposed to the ambient air. The temperature measurements indicate that the average temperature of the outer surface of the steam pipe is 75°C when the ambient temperature is 5°C. There are also light winds in the area at 10 km/h. The emissivity of the outer surface of the pipe is 0.8, and the average temperature of the surfaces surrounding the pipe, including the sky, is estimated to be 0°C. Determine the amount of heat lost from the steam during a 10-h-long work day. Steam is supplied by a gas-fired steam generator that has an efficiency of 80 percent, and the plant pays $1.05/therm of natural gas. If the pipe is insulated and 90 percent of the heat loss is saved, determine the amount of money this facility will save a year as a result of insulating the steam pipes. Assume the plant operates every day of the year for 10 h. State your assumptions.

An old fashioned ice cream kit consists of two concentric cylinders of radii Ra and Rb. The inner cylinder is filled with milk and ice cream ingredients while the space between the two cylinders is filled with an ice-brine mixture. Ice cream begins to form on the inner surface of the inner cylinder. To expedite the process, would you recommend rotating the inner cylinder? Justify your recommendation. icecream/ ice-brine Ra Rb

Find temperatures STRICTLY USING RITZ APPROXIMATION METHOD

Answer 2

Textbook Question

Chapter 1.6, Problem 1P

Round off the following numbers to three significant figures: (a) 58 342 m, (b) 68.534 s, (c) 2553 N, and (d) 7555 kg.

(a)

Expert Solution

To determine

To Round off:

The number 58342 m to three significant figures.

Answer to Problem 1P

The round off for number 58342 m to three significant figure is $58.3 km_$ .

Explanation of Solution

Given:

The given value is $58342 m$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$58342 m$

Write the three significant figures formula.

$m=10−3 km$

Conclusion:

Round off the number 58342 m to three significant figures.

$58342 m=58342 m×10−3 kmm=58.3 km$

Thus, the round off for number 58342 m to three significant figures is $58.3 km_$ .

(b)

Expert Solution

To determine

To Round off:

The number 68.534 s to three significant figures.

Answer to Problem 1P

The round off for number 68.534 s to three significant figure is $68.5 s_$ .

Explanation of Solution

Given:

The given value is $68.534 s$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$68.534 s$

Conclusion:

Round off the number 68.534 s to three significant figures.

$68.534 s=68.5 s$

Thus, the round off for number 68.534 s to three significant figures is $68.5 s_$ .

(c)

Expert Solution

To determine

To Round off:

The number 2553 N to three significant figures.

Answer to Problem 1P

The round off for number 2553 N to three significant figure is $2.55 kN_$ .

Explanation of Solution

Given:

The given value is $2553 N$

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$2553 N$

Write the three significant figures formula.

$N=10−3 kN$

Conclusion:

Round off the number 2553 N to three significant figures.

$2553 N=2553 N×10−3 kNN=2.55 kN$

Thus, the round off for number 2553 N to three significant figures is $2.55 kN_$ .

(d)

Expert Solution

To determine

To Round off:

The number 7555 kg to three significant figures.

Answer to Problem 1P

The round off for number 7555 kg to three significant figure is $7.56 Mg_$ .

Explanation of Solution

Given:

The given value is 7555 kg

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$7555 kg$

Write the three significant figures formula.

$kg=10−3 Mg$

Conclusion:

Round off the number 7555 kg to three significant figures.

$7555 kg=7555 kg×10−3 Mgkg=7.56 Mg$

Thus, the round off for number 7555 kg to three significant figures is $7.56 Mg_$ .

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

02:45

Answer 3

Textbook Question

Chapter 1.6, Problem 1P

Round off the following numbers to three significant figures: (a) 58 342 m, (b) 68.534 s, (c) 2553 N, and (d) 7555 kg.

(a)

Expert Solution

To determine

To Round off:

The number 58342 m to three significant figures.

Answer to Problem 1P

The round off for number 58342 m to three significant figure is $58.3 km_$ .

Explanation of Solution

Given:

The given value is $58342 m$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$58342 m$

Write the three significant figures formula.

$m=10−3 km$

Conclusion:

Round off the number 58342 m to three significant figures.

$58342 m=58342 m×10−3 kmm=58.3 km$

Thus, the round off for number 58342 m to three significant figures is $58.3 km_$ .

(b)

Expert Solution

To determine

To Round off:

The number 68.534 s to three significant figures.

Answer to Problem 1P

The round off for number 68.534 s to three significant figure is $68.5 s_$ .

Explanation of Solution

Given:

The given value is $68.534 s$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$68.534 s$

Conclusion:

Round off the number 68.534 s to three significant figures.

$68.534 s=68.5 s$

Thus, the round off for number 68.534 s to three significant figures is $68.5 s_$ .

(c)

Expert Solution

To determine

To Round off:

The number 2553 N to three significant figures.

Answer to Problem 1P

The round off for number 2553 N to three significant figure is $2.55 kN_$ .

Explanation of Solution

Given:

The given value is $2553 N$

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$2553 N$

Write the three significant figures formula.

$N=10−3 kN$

Conclusion:

Round off the number 2553 N to three significant figures.

$2553 N=2553 N×10−3 kNN=2.55 kN$

Thus, the round off for number 2553 N to three significant figures is $2.55 kN_$ .

(d)

Expert Solution

To determine

To Round off:

The number 7555 kg to three significant figures.

Answer to Problem 1P

The round off for number 7555 kg to three significant figure is $7.56 Mg_$ .

Explanation of Solution

Given:

The given value is 7555 kg

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$7555 kg$

Write the three significant figures formula.

$kg=10−3 Mg$

Conclusion:

Round off the number 7555 kg to three significant figures.

$7555 kg=7555 kg×10−3 Mgkg=7.56 Mg$

Thus, the round off for number 7555 kg to three significant figures is $7.56 Mg_$ .

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

02:45

Answer 4

Textbook Question

Chapter 1.6, Problem 1P

Round off the following numbers to three significant figures: (a) 58 342 m, (b) 68.534 s, (c) 2553 N, and (d) 7555 kg.

(a)

Expert Solution

To determine

To Round off:

The number 58342 m to three significant figures.

Answer to Problem 1P

The round off for number 58342 m to three significant figure is $58.3 km_$ .

Explanation of Solution

Given:

The given value is $58342 m$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$58342 m$

Write the three significant figures formula.

$m=10−3 km$

Conclusion:

Round off the number 58342 m to three significant figures.

$58342 m=58342 m×10−3 kmm=58.3 km$

Thus, the round off for number 58342 m to three significant figures is $58.3 km_$ .

(b)

Expert Solution

To determine

To Round off:

The number 68.534 s to three significant figures.

Answer to Problem 1P

The round off for number 68.534 s to three significant figure is $68.5 s_$ .

Explanation of Solution

Given:

The given value is $68.534 s$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$68.534 s$

Conclusion:

Round off the number 68.534 s to three significant figures.

$68.534 s=68.5 s$

Thus, the round off for number 68.534 s to three significant figures is $68.5 s_$ .

(c)

Expert Solution

To determine

To Round off:

The number 2553 N to three significant figures.

Answer to Problem 1P

The round off for number 2553 N to three significant figure is $2.55 kN_$ .

Explanation of Solution

Given:

The given value is $2553 N$

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$2553 N$

Write the three significant figures formula.

$N=10−3 kN$

Conclusion:

Round off the number 2553 N to three significant figures.

$2553 N=2553 N×10−3 kNN=2.55 kN$

Thus, the round off for number 2553 N to three significant figures is $2.55 kN_$ .

(d)

Expert Solution

To determine

To Round off:

The number 7555 kg to three significant figures.

Answer to Problem 1P

The round off for number 7555 kg to three significant figure is $7.56 Mg_$ .

Explanation of Solution

Given:

The given value is 7555 kg

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$7555 kg$

Write the three significant figures formula.

$kg=10−3 Mg$

Conclusion:

Round off the number 7555 kg to three significant figures.

$7555 kg=7555 kg×10−3 Mgkg=7.56 Mg$

Thus, the round off for number 7555 kg to three significant figures is $7.56 Mg_$ .

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

02:45

Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

(a)

Expert Solution

To determine

To Round off:

The number 58342 m to three significant figures.

Answer to Problem 1P

The round off for number 58342 m to three significant figure is $58.3 km_$ .

Explanation of Solution

Given:

The given value is $58342 m$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$58342 m$

Write the three significant figures formula.

$m=10−3 km$

Conclusion:

Round off the number 58342 m to three significant figures.

$58342 m=58342 m×10−3 kmm=58.3 km$

Thus, the round off for number 58342 m to three significant figures is $58.3 km_$ .

(b)

Expert Solution

To determine

To Round off:

The number 68.534 s to three significant figures.

Answer to Problem 1P

The round off for number 68.534 s to three significant figure is $68.5 s_$ .

Explanation of Solution

Given:

The given value is $68.534 s$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$68.534 s$

Conclusion:

Round off the number 68.534 s to three significant figures.

$68.534 s=68.5 s$

Thus, the round off for number 68.534 s to three significant figures is $68.5 s_$ .

(c)

Expert Solution

To determine

To Round off:

The number 2553 N to three significant figures.

Answer to Problem 1P

The round off for number 2553 N to three significant figure is $2.55 kN_$ .

Explanation of Solution

Given:

The given value is $2553 N$

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$2553 N$

Write the three significant figures formula.

$N=10−3 kN$

Conclusion:

Round off the number 2553 N to three significant figures.

$2553 N=2553 N×10−3 kNN=2.55 kN$

Thus, the round off for number 2553 N to three significant figures is $2.55 kN_$ .

(d)

Expert Solution

To determine

To Round off:

The number 7555 kg to three significant figures.

Answer to Problem 1P

The round off for number 7555 kg to three significant figure is $7.56 Mg_$ .

Explanation of Solution

Given:

The given value is 7555 kg

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$7555 kg$

Write the three significant figures formula.

$kg=10−3 Mg$

Conclusion:

Round off the number 7555 kg to three significant figures.

$7555 kg=7555 kg×10−3 Mgkg=7.56 Mg$

Thus, the round off for number 7555 kg to three significant figures is $7.56 Mg_$ .

Answer 8

(a)

Expert Solution

To determine

To Round off:

The number 58342 m to three significant figures.

Answer to Problem 1P

The round off for number 58342 m to three significant figure is $58.3 km_$ .

Explanation of Solution

Given:

The given value is $58342 m$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$58342 m$

Write the three significant figures formula.

$m=10−3 km$

Conclusion:

Round off the number 58342 m to three significant figures.

$58342 m=58342 m×10−3 kmm=58.3 km$

Thus, the round off for number 58342 m to three significant figures is $58.3 km_$ .

Answer 9

(a)

Expert Solution

Answer 10

(a)

Expert Solution

Answer 11

Expert Solution

Answer 12

To determine

To Round off:

The number 58342 m to three significant figures.

Answer 13

Answer to Problem 1P

The round off for number 58342 m to three significant figure is $58.3 km_$ .

Answer 14

Explanation of Solution

Given:

The given value is $58342 m$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$58342 m$

Write the three significant figures formula.

$m=10−3 km$

Conclusion:

Round off the number 58342 m to three significant figures.

$58342 m=58342 m×10−3 kmm=58.3 km$

Thus, the round off for number 58342 m to three significant figures is $58.3 km_$ .

Answer 15

(b)

Expert Solution

To determine

To Round off:

The number 68.534 s to three significant figures.

Answer to Problem 1P

The round off for number 68.534 s to three significant figure is $68.5 s_$ .

Explanation of Solution

Given:

The given value is $68.534 s$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$68.534 s$

Conclusion:

Round off the number 68.534 s to three significant figures.

$68.534 s=68.5 s$

Thus, the round off for number 68.534 s to three significant figures is $68.5 s_$ .

Answer 16

(b)

Expert Solution

Answer 17

(b)

Expert Solution

Answer 18

Expert Solution

Answer 19

To determine

To Round off:

The number 68.534 s to three significant figures.

Answer 20

Answer to Problem 1P

The round off for number 68.534 s to three significant figure is $68.5 s_$ .

Answer 21

Explanation of Solution

Given:

The given value is $68.534 s$ .

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$68.534 s$

Conclusion:

Round off the number 68.534 s to three significant figures.

$68.534 s=68.5 s$

Thus, the round off for number 68.534 s to three significant figures is $68.5 s_$ .

Answer 22

(c)

Expert Solution

To determine

To Round off:

The number 2553 N to three significant figures.

Answer to Problem 1P

The round off for number 2553 N to three significant figure is $2.55 kN_$ .

Explanation of Solution

Given:

The given value is $2553 N$

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$2553 N$

Write the three significant figures formula.

$N=10−3 kN$

Conclusion:

Round off the number 2553 N to three significant figures.

$2553 N=2553 N×10−3 kNN=2.55 kN$

Thus, the round off for number 2553 N to three significant figures is $2.55 kN_$ .

Answer 23

(c)

Expert Solution

Answer 24

(c)

Expert Solution

Answer 25

Expert Solution

Answer 26

To determine

To Round off:

The number 2553 N to three significant figures.

Answer 27

Answer to Problem 1P

The round off for number 2553 N to three significant figure is $2.55 kN_$ .

Answer 28

Explanation of Solution

Given:

The given value is $2553 N$

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$2553 N$

Write the three significant figures formula.

$N=10−3 kN$

Conclusion:

Round off the number 2553 N to three significant figures.

$2553 N=2553 N×10−3 kNN=2.55 kN$

Thus, the round off for number 2553 N to three significant figures is $2.55 kN_$ .

Answer 29

(d)

Expert Solution

To determine

To Round off:

The number 7555 kg to three significant figures.

Answer to Problem 1P

The round off for number 7555 kg to three significant figure is $7.56 Mg_$ .

Explanation of Solution

Given:

The given value is 7555 kg

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$7555 kg$

Write the three significant figures formula.

$kg=10−3 Mg$

Conclusion:

Round off the number 7555 kg to three significant figures.

$7555 kg=7555 kg×10−3 Mgkg=7.56 Mg$

Thus, the round off for number 7555 kg to three significant figures is $7.56 Mg_$ .

Answer 30

(d)

Expert Solution

Answer 31

(d)

Expert Solution

Answer 32

Expert Solution

Answer 33

To determine

To Round off:

The number 7555 kg to three significant figures.

Answer 34

Answer to Problem 1P

The round off for number 7555 kg to three significant figure is $7.56 Mg_$ .

Answer 35

Explanation of Solution

Given:

The given value is 7555 kg

Explanation:

A significant figure is defined as a method that is used to indicate an uncertainty in experimental or calculated values. Significant figures are the vital digits that are identified with certainty. Certainty is indicated first in a number followed by uncertainty.

For example: If a result is 12.3 m, 12 is certain and 3 is uncertain.

Round off the number to three significant figures.

$7555 kg$

Write the three significant figures formula.

$kg=10−3 Mg$

Conclusion:

Round off the number 7555 kg to three significant figures.

$7555 kg=7555 kg×10−3 Mgkg=7.56 Mg$