Express 159.3596° as degrees, minutes, and seconds. If necessary, round the answer to the nearest whole second.

Question

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Answer 1

Textbook Question

Chapter 49, Problem 1A

Express 159.3596° as degrees, minutes, and seconds. If necessary, round the answer to the nearest whole second.

Expert Solution & Answer

To determine

The angle 159.3596^o as degrees, minutes and seconds.

Answer to Problem 1A

The angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Explanation of Solution

Calculation:

In the angle 159.3596^o, the whole number 159 is the angle in degrees. The remaining decimal 0.3596 when multiplied with 60, will give the angle expressed in minutes.

That means,

0.3596×60=21.576, the whole number 21 is the angle in minutes.

Now, to find the seconds part of the angle, let us multiply the decimal part of the minutes with 60.

0.576×60=34.56, the whole number 34 equals seconds.

Thus, the decimal angle 159.3596^o can be expressed as 159 degrees, 21 minutes, and 34 seconds.

This can also be written as

159.3596°=159°21'34"

Conclusion:

Thus, the angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

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Answer 2

Textbook Question

Chapter 49, Problem 1A

Express 159.3596° as degrees, minutes, and seconds. If necessary, round the answer to the nearest whole second.

Expert Solution & Answer

To determine

The angle 159.3596^o as degrees, minutes and seconds.

Answer to Problem 1A

The angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Explanation of Solution

Calculation:

In the angle 159.3596^o, the whole number 159 is the angle in degrees. The remaining decimal 0.3596 when multiplied with 60, will give the angle expressed in minutes.

That means,

0.3596×60=21.576, the whole number 21 is the angle in minutes.

Now, to find the seconds part of the angle, let us multiply the decimal part of the minutes with 60.

0.576×60=34.56, the whole number 34 equals seconds.

Thus, the decimal angle 159.3596^o can be expressed as 159 degrees, 21 minutes, and 34 seconds.

This can also be written as

159.3596°=159°21'34"

Conclusion:

Thus, the angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

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Answer 3

Textbook Question

Chapter 49, Problem 1A

Express 159.3596° as degrees, minutes, and seconds. If necessary, round the answer to the nearest whole second.

Expert Solution & Answer

To determine

The angle 159.3596^o as degrees, minutes and seconds.

Answer to Problem 1A

The angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Explanation of Solution

Calculation:

In the angle 159.3596^o, the whole number 159 is the angle in degrees. The remaining decimal 0.3596 when multiplied with 60, will give the angle expressed in minutes.

That means,

0.3596×60=21.576, the whole number 21 is the angle in minutes.

Now, to find the seconds part of the angle, let us multiply the decimal part of the minutes with 60.

0.576×60=34.56, the whole number 34 equals seconds.

Thus, the decimal angle 159.3596^o can be expressed as 159 degrees, 21 minutes, and 34 seconds.

This can also be written as

159.3596°=159°21'34"

Conclusion:

Thus, the angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

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

Answer 4

Textbook Question

Chapter 49, Problem 1A

Express 159.3596° as degrees, minutes, and seconds. If necessary, round the answer to the nearest whole second.

Expert Solution & Answer

To determine

The angle 159.3596^o as degrees, minutes and seconds.

Answer to Problem 1A

The angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Explanation of Solution

Calculation:

In the angle 159.3596^o, the whole number 159 is the angle in degrees. The remaining decimal 0.3596 when multiplied with 60, will give the angle expressed in minutes.

That means,

0.3596×60=21.576, the whole number 21 is the angle in minutes.

Now, to find the seconds part of the angle, let us multiply the decimal part of the minutes with 60.

0.576×60=34.56, the whole number 34 equals seconds.

Thus, the decimal angle 159.3596^o can be expressed as 159 degrees, 21 minutes, and 34 seconds.

This can also be written as

159.3596°=159°21'34"

Conclusion:

Thus, the angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

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

Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution & Answer

To determine

The angle 159.3596^o as degrees, minutes and seconds.

Answer to Problem 1A

The angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Explanation of Solution

Calculation:

In the angle 159.3596^o, the whole number 159 is the angle in degrees. The remaining decimal 0.3596 when multiplied with 60, will give the angle expressed in minutes.

That means,

0.3596×60=21.576, the whole number 21 is the angle in minutes.

Now, to find the seconds part of the angle, let us multiply the decimal part of the minutes with 60.

0.576×60=34.56, the whole number 34 equals seconds.

Thus, the decimal angle 159.3596^o can be expressed as 159 degrees, 21 minutes, and 34 seconds.

This can also be written as

159.3596°=159°21'34"

Conclusion:

Thus, the angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Answer 8

Expert Solution & Answer

To determine

The angle 159.3596^o as degrees, minutes and seconds.

Answer to Problem 1A

The angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Explanation of Solution

Calculation:

In the angle 159.3596^o, the whole number 159 is the angle in degrees. The remaining decimal 0.3596 when multiplied with 60, will give the angle expressed in minutes.

That means,

0.3596×60=21.576, the whole number 21 is the angle in minutes.

Now, to find the seconds part of the angle, let us multiply the decimal part of the minutes with 60.

0.576×60=34.56, the whole number 34 equals seconds.

Thus, the decimal angle 159.3596^o can be expressed as 159 degrees, 21 minutes, and 34 seconds.

This can also be written as

159.3596°=159°21'34"

Conclusion:

Thus, the angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

To determine

The angle 159.3596^o as degrees, minutes and seconds.

Answer 12

Answer to Problem 1A

The angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Answer 13

Explanation of Solution

Calculation:

In the angle 159.3596^o, the whole number 159 is the angle in degrees. The remaining decimal 0.3596 when multiplied with 60, will give the angle expressed in minutes.

That means,

0.3596×60=21.576, the whole number 21 is the angle in minutes.

Now, to find the seconds part of the angle, let us multiply the decimal part of the minutes with 60.

0.576×60=34.56, the whole number 34 equals seconds.

Thus, the decimal angle 159.3596^o can be expressed as 159 degrees, 21 minutes, and 34 seconds.

This can also be written as

159.3596°=159°21'34"

Conclusion:

Thus, the angle 159.3596^o as degrees, minutes and seconds can be written as 159°21'34"

Answer 14

Ch. 49 - Express 159.3596 as degrees, minutes, and seconds....Ch. 49 - Prob. 2A Ch. 49 - Prob. 3A Ch. 49 - Prob. 4A Ch. 49 - Prob. 5A Ch. 49 - Prob. 6A Ch. 49 - Prob. 7A Ch. 49 - Prob. 8A Ch. 49 - Prob. 9A Ch. 49 - Lay out a four-sided figure (quadrilateral) of any...

Express 159.3596° as degrees, minutes, and seconds. If necessary, round the answer to the nearest whole second.

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Answer to Problem 1A

Explanation of Solution

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Chapter 49 Solutions