Gradebook / Essential of Bldg MIDEAShttps://ideas.humber.ca/assess2/?cid=10728aid=32896\#/skip/2ASSIGNMENT 10: Angles, Triangles, Parallel LinesScore: 8/186/9 answeredQuestion 2Score on last try: 0 of 1pts.SeeDetailsformore.Next questionYou can retry this question belowConvert the angle 217∘34′50′′ from degrees/minutes/seconds to decimal degrees rounded to 2 decimal places.Enter an integer or decimal number [more..]Question Help: □ VideoCheck Answer
Q. Gradebook / Essential of Bldg MIDEAShttps://ideas.humber.ca/assess2/?cid=10728aid=32896\#/skip/2ASSIGNMENT 10: Angles, Triangles, Parallel LinesScore: 8/186/9 answeredQuestion 2Score on last try: 0 of 1pts.SeeDetailsformore.Next questionYou can retry this question belowConvert the angle 217∘34′50′′ from degrees/minutes/seconds to decimal degrees rounded to 2 decimal places.Enter an integer or decimal number [more..]Question Help: □ VideoCheck Answer
Divide minutes by 60: To convert minutes to degrees, divide the number of minutes by 60 since there are 60 minutes in a degree. 34 minutes ÷60=0.5666666667 degrees.
Divide seconds by 3600: To convert seconds to degrees, divide the number of seconds by 3600 since there are 3600 seconds in a degree.50 seconds ÷3600=0.0138888889 degrees.
Add to whole degrees: Now, add the degrees from minutes and seconds to the whole degrees to get the total in decimal form.217 degrees + 0.5666666667 degrees + 0.0138888889 degrees = 217.5805555556 degrees.
Round to two decimal places: Round the result to two decimal places. 217.5805555556 rounded to two decimal places is 217.58 degrees.