John_Kanute
New member
- Joined
- Aug 18, 2014
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Is there enough data per attached land survey to calculate the angles? If so, please let me know the steps to solve.
Thanks
Thanks
Is there enough data per attached land survey to calculate the angles? If so, please let me know the steps to solve.
Thanks
Hello @wjm11, thank you for the help. The bearings are as follows:Yes, all the info is there in the form of bearing angles (all angles measured starting with North as zero and increasing in a clockwise direction). It is hard to read the bearing angles off of your figure however. But for example, the angle of the two lines radiating from the circle labeled "DAK VALLEY ROAD" would be found by subtracting the angle that points almost due North from the angle that points NE: ( 50 degrees, 10 minutes, 42 seconds) minus (whatever those unreadable numbers are). The angle at "IRON FOUND" would be 180 degrees - ( (50 degrees, 10 minutes, 42 seconds) - (0 degrees, 28 minutes(?), 35 seconds(?)). You can check your answers by laying a protractor on the drawing and seeing if your answers approximately match the protractor readings. The sum of all four interior angles must equal 360 degrees.
Hello @wjm11, thank you for the help. The bearings are as follows:
1) starting from the cul de sac ( R=65) and starting from the right side and working ccw:
1st leg= N 50'10'42" E ( 407.56 ft )
2nd leg( has two bearings 1 @ N 01'23'27" E ( 45 ft ) & 1 @ N 01'28'55" E ( 384.44 ft )
3rd leg = S 52'10'59" W ( 500.35 ft )
4th leg down to cul de sac = S 03'27'19" E
NOTE: distance from left side to right side of cul de sac = 53.96 ft
Which ones do I subtract to find angles?