Hi everyone,
I'm currently studying for my PPL written exam and have a question about using the plotter to determine course. I know that the course can be found by placing the straight edge of the plotter along the course line, with the grommet (hole in the middle of the plotter) at the intersection of the course line and a meridian (vertical line); No problem. MY QUESTION IS, how do you measure a course when it is nearly vertical (i.e., close to 180 degrees) and/or does not cross a meridian line? I've had some trouble with this and would greatly appreciate any help you can offer. Thanks!
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One example where my question comes into play is the following question:
Refer to figure 23 of the FAA PPL Written Test Packet
What is the estimated time en route from Sandwich Airport (area 1) to St. Maries Airport (area 4)? The wind is from 215 degrees at 25 knots, and the true airspeed is 135 knots.
(In order to calculate this problem, you must determine that the true course is 181 degrees; the final answer is 34 minutes.)
I'm currently studying for my PPL written exam and have a question about using the plotter to determine course. I know that the course can be found by placing the straight edge of the plotter along the course line, with the grommet (hole in the middle of the plotter) at the intersection of the course line and a meridian (vertical line); No problem. MY QUESTION IS, how do you measure a course when it is nearly vertical (i.e., close to 180 degrees) and/or does not cross a meridian line? I've had some trouble with this and would greatly appreciate any help you can offer. Thanks!
----------------------------
One example where my question comes into play is the following question:
Refer to figure 23 of the FAA PPL Written Test Packet
What is the estimated time en route from Sandwich Airport (area 1) to St. Maries Airport (area 4)? The wind is from 215 degrees at 25 knots, and the true airspeed is 135 knots.
(In order to calculate this problem, you must determine that the true course is 181 degrees; the final answer is 34 minutes.)