E6b+flight+computer+exercises+verified Review

Slide the grid so the wind dot is on the TAS line ( Read Results:

You are cruising at a ground speed of 120 knots . How long will it take to fly 30 nautical miles ?

Indicated Altitude is 9,000 ft, OAT is +10°C, Calibrated Airspeed (CAS) is 120 knots. Calculate TAS.

Each section includes (one easy, one challenging) plus a verified answer key. e6b+flight+computer+exercises+verified

: Altitude change = 7,000 ft. Time = 7,000 / 500 = 14 minutes.

The E6B is not a relic; it is a thinking tool. When you practice , you are not just memorizing knob-twisting. You are internalizing the relationships between air, wind, time, and fuel. You will be the pilot who, when the iPad overheats or the GPS fails, calmly reaches for the whiz wheel and gives ATC an accurate ETA within 30 seconds.

These calculations use the "Speed Index"—the large 60 (representing 60 minutes in an hour) on the inner scale. Slide the grid so the wind dot is

which provides a dedicated E-6B workbook with verified answers. Flight Apprentice Core Calculation Exercises 1. Time, Speed, and Distance

feet. The E6B revealed the danger that no digital readout could make as tactile—the wings would have less lift, and the engine would struggle for breath. The Fuel Gamble The final test was a race against the clock: Time to Empty. Fuel Remaining: Fuel Burn Rate: gallons per hour

After 35 minutes of flight, you’ve covered 48 NM. What’s your ground speed? Calculate TAS

Uses a rotating azimuth and sliding grid to calculate Wind Correction Angle (WCA), True Heading (TH), and Groundspeed (GS).

: Slide the marked dot until it rests on your True Airspeed (TAS) line. The grommet now points to your Ground Speed (GS).

An aircraft burns 8.5 gallons per hour (GPH). How much fuel is needed for a 45 NM leg, using the ground speed you found in a previous exercise? First, find the flight time (ETA) using the calculator side. Then, align the "60" with 8.5 GPH on the outer scale. Read the fuel under the time. If the time was 25 minutes, the answer is 3.5 gallons .