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Gradebook / Essential of Bldg M
IDEAS
https://ideas.humber.ca/assess2/?cid=10728aid=32896#/skip/2
ASSIGNMENT 10: Angles, Triangles, Parallel Lines
Score: 8/18 
6//9 answered
Question 2
Score on last try: 
0 of 
1pts.SeeDetailsformore.
Next question
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Convert the angle 
217^(@)34^(')50^('') from degrees/minutes/seconds to decimal degrees rounded to 2 decimal places.
Enter an integer or decimal number [more..]
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Gradebook / Essential of Bldg M\newlineIDEAS\newlinehttps://ideas.humber.ca/assess22/?cid=1072810728aid=3289632896\#/skip/22\newlineASSIGNMENT 1010: Angles, Triangles, Parallel Lines\newlineScore: 88/1818 6/9 6 / 9 answered\newlineQuestion 22\newlineScore on last try: 0 \mathbf{0} of 1 pts. See Details for more.  \mathbf{1} \mathbf{~ p t s . ~ S e e ~ D e t a i l s ~ f o r ~ m o r e . ~} \newlineNext question\newlineYou can retry this question below\newlineConvert the angle 2173450 217^{\circ} 34^{\prime} 50^{\prime \prime} from degrees/minutes/seconds to decimal degrees rounded to 22 decimal places.\newlineEnter an integer or decimal number [more..]\newlineQuestion Help: \square Video\newlineCheck Answer

Full solution

Q. Gradebook / Essential of Bldg M\newlineIDEAS\newlinehttps://ideas.humber.ca/assess22/?cid=1072810728aid=3289632896\#/skip/22\newlineASSIGNMENT 1010: Angles, Triangles, Parallel Lines\newlineScore: 88/1818 6/9 6 / 9 answered\newlineQuestion 22\newlineScore on last try: 0 \mathbf{0} of 1 pts. See Details for more.  \mathbf{1} \mathbf{~ p t s . ~ S e e ~ D e t a i l s ~ f o r ~ m o r e . ~} \newlineNext question\newlineYou can retry this question below\newlineConvert the angle 2173450 217^{\circ} 34^{\prime} 50^{\prime \prime} from degrees/minutes/seconds to decimal degrees rounded to 22 decimal places.\newlineEnter an integer or decimal number [more..]\newlineQuestion Help: \square Video\newlineCheck Answer
  1. Divide minutes by 6060: To convert minutes to degrees, divide the number of minutes by 6060 since there are 6060 minutes in a degree. 3434 minutes ÷60=0.5666666667\div 60 = 0.5666666667 degrees.
  2. Divide seconds by 36003600: To convert seconds to degrees, divide the number of seconds by 36003600 since there are 36003600 seconds in a degree.\newline5050 seconds ÷3600=0.0138888889\div 3600 = 0.0138888889 degrees.
  3. Add to whole degrees: Now, add the degrees from minutes and seconds to the whole degrees to get the total in decimal form.\newline217217 degrees + 0.56666666670.5666666667 degrees + 0.01388888890.0138888889 degrees = 217.5805555556217.5805555556 degrees.
  4. Round to two decimal places: Round the result to two decimal places. 217.5805555556217.5805555556 rounded to two decimal places is 217.58217.58 degrees.