Question

please help
me guys !!!

Express the following angles in degrees , minutes and seconds :
1] (11.0133)​

Answer 1

Step-by-step explanation:

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rajeevgupta39

Secondary SchoolMath 5+3 pts

Express 11.0133° in degrees, minutes, seconds

Report by Rushikesh2003 04.08.2018

Answers

rajeevgupta39

Rajeevgupta39 · Ace

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pragneshramanupb5y7k

Pragneshramanupb5y7k Ambitious

1 degree = 60 minutes

1 minute = 60 seconds

To convert into dms form, take the decimal part of your degrees and multiply by 60, then repeat for seconds.

68.278º

0.278° * 60'/° = 16.68'

0.68' * 60"/' = 40.8"

The whole number parts are your answer, rounding the seconds as necessary.

68° 16' 41"

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Answer 2

Answer:

$11.0133=11^\circ\ 0'\ 48''$

Step-by-step explanation:

Given : Angle 11.0133.

To find : Express the angle in degrees, minutes and seconds?

Solution :

The angle is given in decimal i.e. dd=11.0133.

We know, $1^\circ=60'=3600''$

in degree,

$d =\text{integer}(11.0133^\circ) = 11^\circ$

In minute,

$m =\text{integer}((dd-d)\times 60)$

$m =\text{integer}((11.0133-11)\times 60)$

$m = \text{integer}(0.0133\times 60)$

$m = \text{integer}(0.798)$

$m = 0$

In seconds,

$s =\text{integer}((dd-d-\frac{m}{60})\times 3600)$

$s =\text{integer}((11.0133-11-\frac{0}{60})\times 3600)$

$s =\text{integer}(0.0133\times 3600)$

$s =\text{integer}(47.88)$

$s =48$

Therefore, $11.0133=11^\circ\ 0'\ 48''$